Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Preview
Unable to display preview. Download preview PDF.
Bibliography
Abe, S. (1977). The asymptotic exponential failure law for redundant repairable systems, II. Rep.Statist.Appl.Res.Un.Japan.Sci. Engin., 24, 15–39.
Affisoo, J. & A. Ghosal (1978). Approximation of waiting time in tandem queues through isomorphs-1. SCIMA, J.Manag.Sci.Appl.Cybern., 7, 55–68.
Agarwal, M. & A. Kumar (1980). A review of standby redundant systems. IEEE Trans.Reliab. R-29, 290–294.
Agarwal, M. & A. Kumar (1980). Steady-state analysis of a 2-unit standby system with inefficient and intermittent repair. IAPQR Trans., 5, 85–99.
Agarwal, M., R. Debabrata & A. Kumar (1978). Probability analysis of a two-unit standby redundant system with repair efficiency and imperfect switch-over. Intern.J.Systems Sci., 9, 731–742.
Agarwal, M., A. Kumar & S.M. Sinha (1977 and 1981). Analysis of a two-unit priority standby system with different operative states. J. Math.Sci., Delhi, 65-79 and 12-13.
Agnew, C.E. (1976). Dynamic modelling and control of congestion-prone systems. Operations Res., 24, 400–419.
Agrafiotis, G.K. (1980). Modelling manpower systems. Ind.Math., 30, 103–120.
Agrafiotis, G.K. (1982). On the stochastic theory of compartments: a semi-Markov approach for the analysis of the k-compartmental systems. Bull.Math.Biol., 44, 809–817.
Agrafiotis, G.K. (1983). General distribution function for periods of downtime of a single system exceeding a limiting downtime. J.Oper.Res.Soc, 34, 1115–1118.
Agrawala, A.K. & R.L. Larsen (1983). Control of a heterogeneous two-server exponential queueing system. IEEE Trans.Software Eng., SE-9, 522–526.
Ahmedova, H.M. & T.I. Nasirova (1975). Non-stationary distribution of an inventory for a model with inventory control. Izvestija Akad.Nauk Azerbaidz.SSR, Ser.fiz.-tehn.mat.Nauk, 19-22 (Russian).
Akif, E.M., T. Chien & Y. Ho (1979). A gradient technique for general buffer storage design in a production line. Proc.1978 IEEE Conf. Decision & Control, San Diego, 625-632.
Akritas, M.G. & G.G. Roussas (1980). Asymptotic inference in continuous time semi-Markov processes. Scan.J.Stat., 7, 73–97.
Aksenov, B.E., A.M. Aleksandrov & A.N. Bakanov (1973). Application of generalized Poisson flow for the study of methods to increase the reliability. Probl.Peredaci Inform., 9, 80–86 (Russian).
Akyildiz, I.F. & G. Bolch (1982). Analyse von Rechensystemen. Analytische Methoden zur Leistungsbewertung und Leistungsvorhersage. Leitfaden der Angewandten Mathematik und Mechanik, Band 57, Teubner.
Alam, M. & R. Billiton (1978). Effect of restricted repair on system reliability indices. IEEE Trans.Reliab., R-27, 376–379.
Aleksandrov, A.M. (see Aksenov, B.E.).
Ali Khan, M.S. (1977). Infinite dams with discrete additive inputs. J.Appl.Probab., 14, 170–180.
Alj A. & A. Haurie (1979). Description and control of a continuous time population process. Proc.1978 IEEE Conf.Decision & Control, San Diego, 557-565.
Alj, A. & A. Haurie (1980). Description and control of a continuous-time population process. IEEE Trans.Autom.Control AC-25, 3–10.
Alj, A. & A. Haurie (1981). Hierarchical control of a population process with application to group preventive maintenance. Large scale systems, theory and applications, Proc.IFAC Symp. Toulouse, 1980, 333–338.
Allan, R.N., M.R.G. Al-Shakarchi & C.H. Grigg (1976). Numerical techniques in probabilistic load flow problems. Int.J.Numer. Methods Engin., 10, 853–860.
Al-Shakarchi, M.R.G. (see Allan R.N.).
Aluffi, F., S. Incerti & F. Zirilli (1980). An application of the diffusion approximation to queueing networks: a moving head disks model. Ottimizzazione non lineare e applicazioni, Atti Conv.int.L’Aquila, 213-222.
Anders, B. & G. Lucas (1981). Optimierungmodelle zur Regelung forstlichrer Prozesse unter Beachtung von Ubergangswahrscheinlichkeiten. Wiss.Z.Tech.Univ.Dres., 30, 91–95.
Andersen, P.K. (1981). A note on filtered Markov renewal processes. J.Appl.Probab., 18, 752–756.
Anderson, M.Q. (1981). Monotone optimal preventive maintenance policies for stochastically failing equipment. Nav.Res.Logist. Q., 28, 347–358.
Andronov, A.M. (1980). Algorithm for finding optimal strategies in controlled semi-Markov birth-and-death processes. Eng.Cybern., 18, 67–71.
Anichkin, S.A. (1982). Coupling of renewal processes and its applications. Stability problems of stochastic models, Proc.Semin. Moskva, 4-24.
Anichkin, S.A. (1983). Hyper-Erlang approximation of probability distributions on (0,∞) and its application. Stability problems of stochastic models, Proc.Semin.Moskva, 1-16.
Anisimov, V.V. (1973). On stopping a stochastic process at the time a certain level is reached. Soviet Math.Doklady, 14, 1500–1503.
Anisimov, V.V. (1978). Description of multidimensional limit laws for finite Markov chains in a series scheme: the general case. Theory Probab.Math.Stat., 11, 1–7.
Anisimov, V.V. (1977). Switched processes. Kibernetika, Kiev, 111-115.
Anisimov, V.V. (1979). Applications of limit theorems for switching processes. Cybernetics, 14, 917–929.
Anisimov, V.V. (1981). Limit theorems for processes admitting the asymptotic consolidation of one component. Theory Probab.Math. Stat., 22, 1–13.
Anisimov, V.V. (1981). Asymptotic enlargement of inhomogeneous Markov and semi-Markov systems with an arbitrary state space. Dokl. Akad.Nauk Ukr.SSR, Ser.A, 3-6 (Russian).
Anisimov, V.V. & A.I. Chernyak (1983). Limit theorems for certain rare functionals on Markov chains and semi-Markov processes. Theory Probab.Math.Stat., 26, 1–6.
Anisomov, V.V., V.I. Sereda & A.A.Vojna (1981). Choice of the optimal checking moments for a semi-Markov system with failures. Dokl. Akad.Nauk Ukr.SSR, Ser.A, 79-82 (Russian).
Anisimov, V.V. & V.N. Sityuk (1982). Asymptotic analysis of the heterogeneous Markov systems with rare semi-Markov failures. Dokl. Akad.Nauk Ukr.SSR, Ser.A, 66-69 (Russian).
Ansell, J., A. Bendell & S. Humble (1980). Nested renewal processes. Adv.Appl.Probab., 12, 880–892.
Aranda, G.J. (1982). Some relations between Markovian models of networks of queues. Trab.Estad.Invest.Oper. 33, 3–29 (Spanish).
Aripov, H.M. (1974). On a generalization of the Erlang problem for an arbitrary distribution of the service time. Izvestija Akad. Nauk UzSSR, fiz.-mat.Nauk, 18, 8–12 (Russian).
Arjas, E. & V.S. Korolyuk (1980). Stationary phase extension of Markov renewal processes. Dopov.Akad.Nauk Ukr.SSR, Ser.A, 3-6 (Ukrainian).
Arjas, E. & E. Nummelin (1977). Semi-Markov processes and σ-invariant distributions. Stochastic Processes Appl., 6, 53–64.
Arjas, E., E. Nummelin & R.L. Tweedie (1978). Uniform limit theorems for non-singular renewal and Markov renewal processes. J.Appl. Prob., 15, 112–125.
Arjas, E., E. Nummelin & R.L. Tweedie (1980). Semi-Markov processes on a general state space: alpha-theory and quasi-stationarity. J.Aust.Math.Soc., Ser.A, 30, 187–200.
Arndt, U. & P. Franken (1979). Construction of a class of stationary processes with applications in reliability. Zastosow.Mat., 16, 379–392.
Arndt, U. & P. Franken (1979). Continuity of generalized regenerative processes. Eng.Cybern., 17, 69–72.
Arndt, U., P. Franken, D. Koenig & V. Schmidt (1982). Queues and point processes. John Wiley & Sons.
Arora, J.R. (1977). Reliability of several standby-priority-redundant systems. IEEE Trans.Reliab. R-26, 290–293.
Arsenisvili, G.L. & I.I. Ezov (1978). A certain limit theorem for semi-Markov processes of order r. Select.Translat.Math. Statist.Probab., 14, 135–138.
Artamonov, G.T. (1976). Produktivität einer diskreten bearbeitenden Zweigerat-Taktstrase unter den Verhaltnissen von Versagern. Kibernetika, Kiev, 126–130 (Russian).
Athreya, K.B. & P.E. Ney (1978). Limit theorems for semi-Markov processes. Bull.Austral.Math.Soc., 19, 283–294.
Athreya, K.B. & K. Ramamurthy (1980). Renewal theory — A Markov process approach. J.Math.Kyoto Univ., 20, 169–177.
Athreya, K.B., D. McDonald & P.E. Ney (1978). Limit theorems for semi-Markov processes and renewal theory for Markov chains. Ann. Probability, 6, 788–797.
Avenhaus, R. & W. Haussmann (1983). Ein Markov’sches Modell für ein serielles Produktionsystem mit einen Zwischenlager. Methods Oper.Res., 46, 547–560.
Azlarov T.A. ed. (1969). Mathematical methods in material and quality control. Akad.Nauk Uzb.SSR.Inst.Mat.Romanovskogo. Tashkent.
Babadzhanyan, A.A. (1979). A certain extension of Markov processes as basis for solution and algorithm for an optimal strategy. Dokl.Akad.Nauk Arm.SSR, 69, 213–216 (Russian).
Baccelli, F. (1981). Analysis of a service facility with periodic checkpointing. Acta Inf., 15, 67–81.
Bajaj, D. & A. Kuczura (1977). A method of moment for the analysis of a switched communication network’s performance. IEEE Trans. Commun.COM-25, 185-193.
Bakanov, A.N. (see Aksenov, B.E.).
Balagopal, K. (1979). Some limit theorems for the general semi-Markov storage model. J.Appl.Probab., 16, 607–617.
Balbo, G., S.C. Bruell & H.D. Schwetman (1977). Customer classes and closed network models — a solution technique. Inf.Process. 77, Proc.IFIP Congr.Toronto 1977, 559–564.
Balcer, Y. & I. Sahin (1983). A stochastic theory of pension dynamics. Insur.Math.Econ., 2, 179–197.
Baltrunas, A. (1982). Regularity of semi-Markov processes. Lith. Math.J., 21, 111–116.
Banach, D. & D.S. Silvestrov (1981). Uniform ergodic theorems on the average for accumulation processes. Dopov.Akad.Nauk Ukr.SSR, Ser.A, 34-37.
Bandura, V.N. & I.I. Ezov (1974). On the distribution of first-passage time of a given level for a class of processes with step-function trajectories I, II. Theor.Probab.Math.Statist., 1, 5–18 & 19-34.
Banerjee, A.K. & G.K. Bhattacharyya (1976). Testing hypotheses in a two-state semi-Markov process. Sankhya, Ser.A, 38, 340–356.
Baras, J.S., W.S. Levine & T.L. Lin (1979). Discrete time point processes in urban traffic queue estimation. Proc.IEEE Conf. Decision & Control, San Diego, 1025-1031.
Barbour, A.D. (1982). Generalized semi-Markov schemes and open queueing networks. J.Appl.Probab., 19, 469–474.
Barbour, A.D. & R. Schassberger (1981). Insensitive average residence times in generalized semi-Markov processes. Adv.Appl.Probab., 13, 720–735.
Barfoot, C.B. (1983). Some mathematical methods for modelling the performance of a distributed data base system. Adequate modelling of systems, Proc.Int.Conf.Bad Honnef, 172-182.
Barlow, R.E. & F. Proschan (1976). Theory of maintained systems: Distribution of time to first system failure. Math.Oper.Res., 1, 32–42.
Basawa, I.V. (1974). Maximum likelihood estimation of parameters in renewal and Markov-renewal processes. Austral.J.Statist., 16, 33–43.
Barzily, Z. & M. Rubinovitch (1979). On platoon formation on two-lane roads. J.Appl.Probab., 16, 347–361.
Basharin, G.P., V.A. Kokotushkin & V.A. Naumov (1979). The method of equivalent substitutions for calculating fragments of communication networks for a digital computer. I. Eng.Cybern., 17, 66–79.
Bather, J.A. (1976). A control chart model and a generalized stopping problem for brownian motion. Math.Oper.Res., 1, 209–224.
Baxter, L.A., D.J. McConalogue & E.M. Scheuer (1982). On the tabulation of the renewal function. Technometrics, 24, 151–156.
Becker, M. & A.M. Kshirsagar (1981). Superposition of Markov renewal processes. S.Afr.Stat.J., 15, 13–30.
Becker, A. & A.H. Marcus (1977). Power laws in compartmental analysis. II. Numerical evaluation of semi-Markov models. Math.Biosciences, 35, 27–45.
Beichelt, F. (1976). Prophylaktische Erneuerung von Systemen. Einfuehrung in mathematische Grundlagen. Wissenschaftliche Taschen-buecher. Reihe Math.-Physik, 153, Akademie-Verlag, Berlin.
Berbee, H.C.P. (1979). Random walks with stationary increments and renewal theory. Mathematical Centre Tracts, 112.
Berg, M. (1976). A proof of optimality for age replacement policies. J.Appl.Probab., 13, 751–759.
Berg, M. (1976). Optimal replacement policies for two-unit machines with increasing running costs, I. Stochastic Processes Appl., 4, 89–106.
Berg, M. (1981). A stochastic model for the reliability of a power unit with deliberate shutdowns. Eur.J.Oper.Res., 6, 309–314.
Berman, M. (1978). Regenerative multivariate point processes. Adv. Appl.Probab., 10, 411–430.
Bertsekas, D.P. (1982). Dynamic behavior of shortest path routing algorithms for communication networks. IEEE Trans.Autom.Control AC-27, 60-74.
Bestwick, P.F. & D. Sadjadi (1979). A stagewise action elimination algorithm for the discounted semi-Markov problem. J.Oper.Res. Soc, 30, 633–637.
Beutler, F.J. & B. Melamed (1978). Decomposition and customer streams of feedback networks of queues in equilibrium. Oper.Res., 26, 1059–1072.
Beutler, F.J. & B. Melamed (1982). Multivariate Poisson flows on Markov step processes. J.Appl.Probab., 19, 289–300.
Beyer, W.A. & C. Delisi (1977). The asymptotic form of partition functions of linear chain molecules: an application of renewal theory. J.Math.Analysis Appl., 57, 416–428.
Bhalaik, H.S. & N.S. Kambo (1979). Non-homogeneous M/M/s queues in series. INFOR, Can.J.Oper.Res.Inf.Process., 17, 262–275.
Bhaskar, D. & S.K. Srinivasan (1979). Probabilistic analysis of intermittently used systems. J.Math.Phys.Sci., Madras, 13, 91–105.
Bhat, U.N. & R.E. Nance (1979). An evaluation of CPU efficiency under Bhattacharyya, G.K. (see A.K.Benerjee). dynamic quantum allocation. J.Assoc.Comput.Mach., 26, 761–778.
Bieber, G. (1979). On optimal control of Markov processes with application to a class of service systems. Math.Operationsforsch.Stat., Ser.Optimization, 10, 143–162.
Billinton, R. (see M.Alam).
Birolini, A. (1977). Hardware simulation of semi-Markov and related processes. I. A versatile generator: II. Simulation of noise pulses on data channels and other applications. Math.Comput. Simulation, 19, 75–97 & 183-191.
Biswas, S., P.K. Kapur & Y.K. Mehta (1983). Generalized availability measures for repairable systems. IAPQR Trans., 8, 83–94.
Blischke, W.R. (see L.A.Baxter).
Blischke, W.R. & R.M. Scheuer (1981). Applications of renewal theory in analysis of the free-replacement warranty. Nav.Res.Logist.Q., 28, 193–205.
Bobbio, A. & A. Premoli (1983). Analysis of non-regenerative repair processes through homogeneous Markov models. Int.J.Syst.Sci., 14, 647–659.
Bobos, A.G. & E.N. Protonotarios (1978). Optimal systems for equipment maintenance and replacement under Markovian deterioration. Eur. J.Oper.Res., 2, 257–264.
Bodnariu, M.A. (1982). Compact Markov processes with rewards. Stud. Cercet.Mat., 34, 211–222 (Roumanian).
Boel, R. (1981). Martingale methods for the semi-Markov analysis of queues with blocking. Stochastics, 5, 115–133.
Boel, R. (1981). Stochastic models of computer networks. Proc.NATO ASI: Stochastic Systems, Les Arcs, 1980, 141–167.
Bogdantsev, E.N. & S.M. Brodi (1982). Limit theorem for a class of imbedded semi-Markov processes. Cybernetics, 17, 667–693.
Bokucava, I.V. (1976). On estimates of the spectral characteristics of sequences of intervals between the events of a stationary semi-Markovian process. Soobscenija Akad.Nauk Gruzin.SSR 84, 17–20 (Russian).
Bolch, G. (see I.F. Akyildiz).
Boling, R. & F.S. Hillier (1977). Toward characterizing the optimal allocation of work in production line systems with variable operation times. Adv.Oper.Res.Proc.2nd Eur.Congres., Stockholm 1976, 649–658.
Bondarev, V.V. & V.I.Nosenko (1976). Questions of the stability and the dissipation for stochastic differential equations with a semi-Markov interference of the randomness. Behaviour of systems in random media, Work Collect., Kiev, 8-15 (Russian).
Borovkov, K.A. (1980). Stability theorems and estimates of the rate of convergence of the components of factorizations for walks defined on Markov chains. Theory Probab.Appl., 25, 325–334.
Borozdin, O.P. & I.I. Ezov (1979). On a class of boundary functionals for strongly regenerative random processes. Theory Probab.Math. Statist., 18, 9–19.
Bosch, K. (1975). Erneuerungsprozesse mit Erneuerungen zu verschiedenen Kosten. Angew.Informatik, 17, 143–150.
Bosch, K. (1981). Wartungs-und Inspektionenstrategien. Operations Res., Proc. 1980, DGOR, Essen, 229-240.
Bosch, K. & U. Jensen (1978). Deterministische Inspektionenstrategien. Z.Operat.Res., Ser.A, 22, 151–168.
Boyse, J.W. (1974). Determining near-optimal policies for Markov renewal decision processes. IEEE Trans.Systems Man Cybernetics SMC-4, 215-217.
Brandwayn, A. (1976). Control schemes in queueing networks. Management Sci., 22, 810–822.
Breuer, M.A. & A.D. Friedman (1977). Diagnosis and reliable design of digital systems. Digital System Design Series. Pitman, London.
Brodeckii, G.L. (1978). On a problem of periodic storing of results. Kibernetica, Kiev, 70-74 (Russian).
Brodeckii, G.L. (1980). On the question of optimal organization of recording intermediate information in the case of random failures of a system. Eng.Cybern., 18, 61–65.
Brodi, S.M. (see E.N. Bogdantsev).
Brodi, S.M., V.S. Korolyuk & A.F. Turbin (1976). Semi-Markov processes and their applications. J.Soviet Math., 4, 244–280.
Brown, C.B. & E.C.C. Chang (1973). Functional reliability of structures. J.Franklin Inst., 296, 161–178.
Brown, C.C., M.H. Gail & T.J. Santner (1980). An analysis of comparative carcinogenesis experiments based on multiple times to tumor. Biometrics, 36, 255–266.
Brown, T.C. & P.K. Pollett (1982). Some distributional approximations in Markovian queueing networks. Adv.Appl.Probab., 14, 654–671.
Bruell, S.C. (see G.Balbo).
Buehler, G. (1976). Informationsbedarf bei Produktions-Lagerhaltungs-Modellen. Proc.Oper.Res., 6, DGOR, 380-389.
Buehler, G. (1979). Sicherheitsaequivalente und Informationsbedarf bei stochastischen dynamischen Produktions-Lagerhaltungs-Modellen. Haag und Herchen Verlag, Frankfurt/Main.
Burgin, T.A. & J.M. Norman (1976). A table for determining the probability of a stock out and potential lost sales for a gamma distributed demand. Operat.Res.Quart., 27, 621–631.
Burman, D. (1976). Estimation of transition probabilities in a multiparticle semi-Markov system. J.Appl.Probab., 13, 696–706.
Burman, D. (1981). Insensitivity in queueing systems. Adv.Appl. Probab., 13, 846–859.
Butko, T.K. (1982). Markov renewal process of the system M/G/1/∞. Applied problems of probability theory, Collect.Sci.Works, Kiev, 14-19 (Russian).
Calvert, T.W. & A.C. Sanderson (1976). Distribution coding in neural interaction models. Math.Biosciences, 29, 1–25.
Cao, J. & K. Cheng (1982). Analysis of M/G/1 queueing system with repairable service station. Acta Math.Appl.Sin., 5, 113–127 (Chinese).
Carravetta, M. & R. de Dominicis (1981). Some applications of semi-Markov processes in reliability and modelling. RAIRO, Autom. Syst.Anal.Control, 15, 361–375.
Carravetta, M. R. de Dominicis & M.R. D’Esposito (1981). Semi-Markov processes in modelling and reliability: a new approach. Appl.Math.Modelling, 5, 269–274.
Carravetta, M. R. de Dominicis & R. Manca (1981). Semi-Markovian stochastic processes in social security problems. Cah.Cent. Etud.Rech.Oper., 23, 333–339.
Carroll, J.L., A. van de Liefvoort & L. Lipsky (1982). Solutions of M/G/1//N-type loops with extensions to M/G/l and GI/M/1 queues. Oper.Res., 30, 490–514.
Case, J. (1979). A model to predict the quality of taxi service at a large municipal airport when the drivers compete. Lecture Notes Pure Appl.Math., 47, 187–203.
Chakravarthy, S. & M.F. Neuts (1981). A single server queue with platooned arrivals and phase type services, Eur.J.Oper.Res., 8, 379–389.
Chattergy, R. & U.W. Pooch (1978). Analysis of the availability of computer systems using computer-aided algebra. Commun.ACM 21, 586–591.
Chatterjee, A., N.D. Georganas & P.K. Verma (1980). Local congestion control in computer-communication networks with random routing. INFOR, Can.J.Oper.Res.Inf.Process., 18, 74–79.
Chauny, F., M. Chokron & A. Haurie (1984). Nursing care demand prediction based on a decomposed semi-Markov population model. Oper. Res.Lett., 2, 279–284.
Chebotarev, A.S. & S.E. Shibanov (1975). Probabilistic problem in the control of multiple allocations with common resources. Izvestija Akad.Nauk SSSR, tehn.Kibernet. 44-47 (Russian).
Cheng, K. & J. Cao (1981). Reliability analysis of a general repairable system: Markov renewal model. Acta Math.Appl.Sin., 4, 295–306.
Cherenkov, A.P. (1974). Existence theorems for a semi-Markov process with an arbitrary set of states. Math.Notes, 15, 367–373.
Cherenkov, A.P. (1977). Asymptote of additive functionals of semi-Markov processes with arbitrary set of states. Math.Notes, 21, 119–124.
Cherenkov, A.P. (1977). Attainability property and ergodicity theorems for a semi-Markov process with an arbitrary set of states. Math.Notes, 21, 167–173.
Cherenkov, A.P. (1980). Some ergodic theorems for a semi-Markov process with an arbitrary set of states. Theory Probab.Math. Statist., 19, 169–180.
Cherenkov, A.P. (1982). The law of large numbers for additive functionals of semi-Markov processes. Applied problems of probability theory. Collect.Sci.Works, Kiev, 134-141 (Russian).
Cherkesov, G.N. (1980). Semi-Markovian models of reliability of multichannel systems with unreplenishable reserve of time. Eng.Cybern., 18, 65–78.
Chernaya, M.F. (1979). A busy period analysis for a system with semi-Markov service. Analytical methods in probability theory, Collect.Sci.Works, Kiev, 98-102 (Russian).
Chernomorov, G.A. & V.G. Zhukovskij (1979). An analytic model of a closed service system with source by means of an enlargment of a semi-Markov process. Izv.Sev.-Kavk.naucn.Cent.vyss.Sk., teh. Nauki, 33-38 (Russian).
Chernyak, A.I. (see V.V.Anisimov).
Cherry, W.P. & R.L. Disney (1983). The superposition of two independent Markov renewal processes. Zastosow.Mat., 17, 567–602.
Chien, T. (see E.M. Akif).
Chikte, S.D. & S.D. Deshmukh (1976). Dynamic pricing with stochastic entry. Review Economic Studies, 43, 91–97.
Chokron, M. (see F.Chauny).
Choo, Q.H. & B. Conolly (1979). New results in the theory of repeated orders queueing systems. J.Appl.Probab., 16, 631–640.
Christer, A.H. (1979). Refined asymptotic costs for renewal reward processes. J.Oper.Res.Soc., 29, 577–583.
Chu, W.W. & H. Opderbeck (1976). Analysis of the PFF replacement algorithm via a semi-Markov model. Commun.ACM, 19, 298–304.
Chumakov, L.D. (1975). Interplay between reliability and maintenance costs of a technical system with periodic repair control. Nadezn.Dolgovecn.teh.Sist., 57-60 (Russian).
Chumakov, L.D. & V.G. Kurasov (1975). Interplay between reliability and maintenance costs of a technical system with exponential running time without failure and with periodic repair control. Nadezn.Dogovecn.teh.Sist., 53-57 (Russian).
Cin, M.D. (1980). Availability analysis of a fault-tolerant computer system. IEEE Trans.Reliab. R-29, 265–268.
Çinlar, E. (1975). Markov renewal theory. A survey. Management Sci., Theory, 21, 727–752.
Çinlar, E. (1976). On the structure of semi-Markov processes compared with Chung processes. Ann.of Probab., 4, 402–417.
Çinlar, E. (1977). Conversion of semi-Markov processes to Chung processes. Ann.of Probab., 5, 180–199.
Çinlar, E. (1977). Markov additive processes and semi-regeneration. Proc.5th Conf.Probab.Theory, Brasov, 33-49.
Çinlar, E. (1979). On increasing continuous processes. Stochastic Processes Appl., 9, 147–154.
Clarotti, C.A. (1981). Limitations of minimal cut-set approach in evaluating reliability of systems with repairable components. IEEE Trans.Reliab. R-30, 335–338.
Coffman E.G. Jun. & I. Mitrani (1980). A characterization of waiting time performance realizable by single-server queues. Oper.Res., 28, 810–821.
Cohen, M., J.C. Hershey & E.N. Weiss (1981). A stochastic service network model with application to hospital facilities. Oper.Res., 29, 1–22.
Colard, J.P. & G. Latouche (1980). Algorithmic analysis of Markovian model for a system with batch and interactive jobs. Opsearch, 17, 12–32.
Collart, D. & A. Haurie (1980). On the control of care supply and demand in a urology department. Eur.J.Oper.Res., 4, 160–172.
Consael, R. & J. Sonnenschein (1979). Modèles pseudo-markoviens. Cah. Cent.Etud.Rech.Oper., 21, 315–318.
Conolly, B. (see Q.H. Choo).
Costes, A., Ch. Landrault & J.C. Laprie (1981). Parametric analysis of 2-unit redundant computer systems with corrective and preventive maintenance. IEEE Trans.Reliab., R-30, 139–144.
Courtois, P.J. (1978). Exact aggregation of queueing networks. Mathématiques Appl., 1er Colloq.AFCET-SMF, Palaiseau, I, 35-51.
Cox, D.R. & V. Isham (1977). A bivariate point process connected with electronic counters. Proc.Roy.Soc.London, Ser.A, 356, 149–160.
Crabill, T.B. (1974). Optimal control of a maintenance system with variable service rates. Operations Res., 22, 736–745.
Crowley, J., F.Y. Hsieh & D.C. Tormey (1983). Some test statistics for use in multistate survival analysis. Biometrika, 70, 111–119.
Cruon, R., D. Grouchko & A. Kaufmann (1975). Modèles mathématiques pour l’étude de la fiabilité des systèmes. Masson et Cie, Paris.
Cubeddu, C. (1976). Schema di una regolzione del traffico all’incrocio di due strade. Rend.Sem.Fac.Sci.Univ.Cagliari, 46, 295–300.
Cullmann, G. (1980). Les chaînes de Markov multiples. Programmation dynamique. Masson et Cie, Paris.
Cvetanov, I., J. Havel, T. Naneva & M. Vosvrda (1977). Stochastic model of supplying systems and their applications. Ekonom.-mat.Obzor, 13, 268–278 (Russian).
Daduna, H. (1982). Passage times for overtake-free paths in Gordon-Newell networks. Adv.Appl.Probab., 14, 672–686.
Dal, C.M. (1978). Self-diagnosis of interactive systems. Lect.Notes Biomath., 21, 229–244.
Dal, C.M. (1979). Fehlertolerante Systeme. Modelle der Zuverlaessigkeit, Verfuegbarkeit, Diagnose und Erneuerung. Leitfaden Ang. Math.Mech.LAMM, 50, Teubner-Stuttgart.
Danielyan, Eh.A. & A.K. Pogosyan (1980). On two-sided estimations of the probability of a rare event in a special regenerative process. Uch.Zap.Erevan.Gos.Univ., Estestv.Nauki, 1 (143), 134–136 (Russian).
Davidovich, Y.S. & V.M. Shurenkov (1974). Corrections of homogeneous Markovian processes. Teor.Verojatnost.mat.Statist.Sbornik, 10, 56–68 (Russian).
Dayan, J. & D. Rappaport (1975). On convergence of spatially inhomogeneous multiphase transport systems. SIAM J.Appl.Math., 29, 12–19.
Deb, R.K. (1976). Optimal control of batch service queues with switching costs. Adv.Appl.Probab., 8, 177–194.
Debabrata, R. (see M.Agarwal).
Degtyarev, E.K. & E.K. Kurako (1980). Investigation of the distribution of the operative memory of a computer with the aid of semi-Markov processes. Izvestija Akad.Nauk SSSR, Tekn.Kibern., 3, 73–79 (Russian).
Dekker, R. & A. Hordijk (1983). Denumerable Markov decision chains: sensitive optimality criteria. Proc.11th Annual Meeting Oper. Res., Frankfurt, 453-460.
DeLisi, C. (see W.A. Beyer).
Deshmukh, S.D. (see S.D. Chikte).
Deshmukh, S.D. & W. Winston (1977). A controlled birth and death process model of optimal product pricing under stochastically changing demand. J.Appl.Probab., 14, 328–339.
D’Esposito, M.R. (see M. Carravetta).
Deul, N. (1980). Stationarity conditions for multi-server queueing systems with repeated calls. Elektron.Informationsverarbeitung Kybernetik, 16, 607–613.
Diekmann, A. (1979). A dynamic stochastic version of the Pitcher-Hamblin-Miller model of collective violence. J.Math.Sociology, 6, 277–282.
Dikarev, V.E. & N.A. Shishonok (1976). On the interval distribution of a class of Markov processes. Theory Probab.Math.Stat., 10, 69–72.
Dimitrov, B.N. (1972). Sequences of renewal processes and random sums. Vycislit.Metody Programm., 18, 3–15 (Russian).
Dimitrov, B.N. (1972). On uniform renewal theory. Vycislit.Metody Programm., 18, 24–30 (Russian).
Dinse, G.E. & S.W. Lagakos (1980). The analysis of partially-censored data from a first-order semi-Markov model. J.Stat.Comput. Simulation, 11, 209–222.
Dirickx, Y.M.I. & M.R. Rao (1974). Networks with gains in discrete dynamic programming. Management Sci., Theory, 20, 1428–1431.
Dirickx, Y.M.I. & D. Koevoets (1977). A continuous review inventory model with compound Poisson demand process and stochastic lead time. Naval Res.Logist.Quart., 24, 577–585.
Disney, R.L. (see W.P. Cherry).
Disney, R.L., D.C. McNicke & B. Simon (1980). The M/G/1 queue with instantaneous Bernoulli feedback. Naval Res.Logist.Q., 27, 635–644.
Dobrushin, R.L. & V.V. Prelov (1979). Asymptotic approach to the investigation of message switching networks of linear structure with a large number of centers. Probl.Inf.Transm., 15, 46–55.
Dobrushin, R.L. & Y.M. Sukhov (1976). Asymptotic analysis of a star-like network with large number of radial rays and message switching. Probl.Peredaci Inform., 12, 70–94 (Russian).
Doi, M. & H. Osawa (1978). A variation of the GI/M/1 queue utilizing idle time. Rep.Stat.Appl.Res.Union Jap.Sci.Eng., 25, 111–120.
Domanovskaya, E.F. (1976). Stay time of a semi-Markov process in fixed state. Control, reliability and navigation. Interuniv. Collect.Sci.Works, Saransk, 3, 92–94 (Russian).
Domanovskij, G.A. (1976). Total stay time of a semi-Markov process in a fixed set of states. Control, reliability and navigation. Interuniv.Collect.Sci.Works, Saransk, 3, 116–122 (Russian).
Dominicis (de), R. (see M.Carravetta).
Dominicis (de), R. (1979). Discrete-time non-homogeneous semi-Markov processes. Aerotec.Missili Spazio, 58, 111–113.
Dominicis (de), R. (1979). Processi stocastici semi-Markoviani non-omogenei conservativi. Riv.Mat.Sci.Econ.Soc., 2, 157–167.
Dominicis (de), R. (1980). Estimation of waiting average times and asymptotic behaviour of the semi-Markov process corresponding to a Markov renewal process. Statistica, 40, 467–475.
Dominicis (de), R. (1983). Spectral analysis of non linear semi-Markov processes. Proc.NATO ASI C, Math.Phys.Sci., 104, 407–415.
Doshi, B.T. (1979). Generalized semi-Markov decision processes. J.Appl.Probab., 16, 618–630.
Downs, T. (1977). An explicit form for system mean life. IEEE Trans. Reliab.R-26, 138-140.
Dragut, M. (1981). Non-discounted semi-Markov decision processes with incomplete state information. Proc.6th Conf.Probab.Theory, Brasov, 403-411.
Dubois, D. & J.P. Forestier (1982). Productivité et en-cours moyens d’un ensemble de deux machines séparées par une zone de stockage. RAIRO, Autom.Syst.Anal.Control, 16, 105–132.
D’Souza, C.A. & M.N. Gopalan (1975). Probabilistic analysis of a two-unit system with a single service facility for preventive maintenance and repair. Operations Res., 23, 173–177.
Duma, I. (1980). Modèles semi-Markoviens pour les canaux numériques. An.Univ.Bucur., Mat., 29, 37–45.
Duyn Schouten (van der), F.A. (1983). Markov decision processes with continuous time parameter. Mathematical Centre Tracts, 164, Amsterdam.
Dzirkal, E.V. & A.E. Shura-Bura (1980). Calculation of the reliability of a redundant group with unreliable switching and incomplete monitoring. Eng.Cybern., 18, 84–90.
Edwards, J.S. & R.W. Morgan (1982). Optimal control models in manpower planning. North-Holland Syst.Contr.Ser., 4, 143–176.
El-Affendi, M.A. & D.D. Kouvatsos (1983). A maximum entropy analysis of the M/G/1 and G/M/1 queueing systems at equilibrium. Acta Inf., 19, 339–355.
Elejko, Y.I. (1979). Ergodic theorems for semi-Markov processes with an arbitrary phase space. Stoch.Process.Prob1.Math.Phys., Collect.Sci.Works, Kiev, 73-93 (Russian).
Elejko, Y.I. (1980). Transients in the theory of multi-dimensional renewal with discrete time. Probab.Meth.of Infinite dimens. analysis, Collect.Sci.Works, Kiev, 47-60 (Russian).
Elejko, Y.I. (1981). Limit distributions for a semi-Markov process with arbitrary phase space. Theory Probab.Math.Stat., 23, 55–61.
Elejko, Y.I. (1981). Limit theorems for additive functionals defined on a semi-Markov process with an arbitrary phase space. Probabilistic infinite dimensional analysis, Collect.Sci.Works, Kiev, 44-50 (Russian).
Elejko, Y.I. & V.M. Shurenkov (1980). Limit distributions of time averages for a semi-Markov process with finite number of states. Ukr.Math.J., 31, 475–479.
Ewers, T. & V. Nollau (1976, 1977). Zur Steuerung halb-Markovscher Prozesse und ihrer Anwendung bei der Ermittlung optimaler Bedienungsstrategien in einem Mehrmaschinensystem. II, III; Wiss.Z.techn. Univ.Dresden, 25, 787–790; 26, 109-113.
Ezov, I.I. (see G.L. Arsenisvili, V.N. Bandura & O.P. Borozdin).
Ezov, I.I. & V.F. Kadankov (1981). The system M//p(**r)|1| in employment conditions. Analytical Meth.Probab.Theory, Collect.Sci. Works, Kiev, 75-83 (Russian).
Ezov, I.I. & H. Sum (1977). Maximization processes with discrete time. Theory Probab.Math.Stat., 9, 87–94.
Ezov, I.I. & O.M. Zaharin (1977). On one semi-Markov system with profits. Dopovidi Akad.Nauk Ukrain.R R, Ser.A, 1120-1122 (Ukrainian).
Ezov, I.I. & O.M. Zaharin (1978). The time of stay of a complex randomized semi-Markov process in a fixed subset of states. Dopovidi Akad.Nauk Ukrain.RSR, Ser.A, 344-347 (Ukrainian).
Ezov, I.I., I.Z. Gabrovski & O.M. Zaharin (1977). On a generalization of semi-Markov processes. Theory Probab.Math.Stat., 9, 49–62.
Fajnberg, E.A. (1982). Non-randomized Markov and semi-Markov strategies in dynamic programming. Theory Probab.Appl., 27, 116–126.
Falin, G.I. (1982). State consolidation in symmetrical partially accessible circuits. Probl.Control Inf.Theory, 11, 3–12 (Russian).
Faure, R. & J.L. Lauriere (1974). Fiabilité et renouvellement des équipements. Applications élémentaires aux investissements. Coll.Programmation.Rech.Opér.Appl., 4, Gauthier-Villars, Paris.
Federgruen, A. & P.J. Schweitzer (1978). Discounted and undiscounted value-iteration in Markov decision problems: a survey. Proc. Int.Conf.Dynamic Progr.Appl., Vancouver, 23-52.
Federgruen, A. & P.J. Schweitzer (1978). The functional equations of undiscounted Markov renewal programming. Math.Oper.Res., 3, 308–321.
Federgruen, A. & P.J. Schweitzer (1978). Foolproof convergence in multichain policy iteration. J.Math.Analysis Appl., 64, 360–368.
Federgruen, A. & P.J. Schweitzer (1977). Geometric convergence of value-iteration in multichain Markov renewal programming. Amsterdam Mathematisch Centrum, BW 80/77, 37 p.
Federgruen, A. & D. Spreen (1980). A new specification of the multichain policy iteration algorithm in undiscounted Markov renewal programs. Manage.Sci., 26, 1211–1217.
Federgruen, A. & H.C. Tijms (1978). The optimality equation in average cost denumerable state semi-Markov decision problems, recurrence conditions and algorithms. J.Appl.Probab., 15, 356–373.
Federgruen, A., G. de Leve & H.C. Tijms (1977). A general Markov decision method. I: Model and techniques; II: Applications. Adv.Appl.Probab., 9, 296–315 & 316-335.
Federgruen, A., A. Hordijk & H.C. Tijms (1977). A note on simultaneous recurrence conditions on a set of denumerable stochastic matrices. Amsterdam Mathematisch Centrum, BW 85/77, 7 p.
Federgruen, A., A. Hordijk & H.C. Tijms (1978). Recurrence conditions in denumerable state Markov decision processes. Proc.Int.Conf. Dynamic Progr.Appl., Vancouver, 3-22.
Federgruen, A., A. Hordijk & H.C. Tijms (1979). Denumerable state semi-Markov decision processes with unbounded costs, average cost criterion. Stochastic Processes Appl., 9, 223–235.
Federgruen, A., P.J. Schweitzer & H.C. Tijms (1977). Value-iteration in undiscounted Markov decision problems. II: geometric convergence; III: algorithms. Proc.Semin.Markov Decis.th., Amsterdam, 141-151 & 153-159.
Federgruen, A., P.J. Schweitzer & H.C. Tijms (1978). Contraction mappings underlying undiscounted Markov decision problems. J.Math.Analysis Appl., 65, 711–730.
Federgruen, A., P.J. Schweitzar & H.C. Tijms (1983). Denumerable undiscounted semi-Markov decision processes with unbounded rewards. Math.Oper.Res., 8, 298–313.
Feldman, R.M. (1976). Optimal replacement with semi-Markov shock models. J.Appl.Probab., 13, 108–117.
Feldman, R.M. (1977). Optimal replacement with semi-Markov shock models using discounted costs. Math.Oper.Res., 2, 78–90.
Feldman, R.M. (1978). A continuous review (s, S) inventory system in a random environment. J.Appl.Probab., 15, 654–659.
Feldman, R.M. & C. Whittaker (1980). Moments for a general branching process in a semi-Markovian environment. J.Appl.Probab., 17, 341–349.
Fetisov, V.N. (1979). A Markov approximation of a random sequence in optimal control problems. Eng.Cybern., 17, 31–37.
Fix, W. & K. Neumann (1979). Project scheduling by special GERT networks. Computing, 23, 299–308.
Fleischmann, K. & U. Prehn (1978). Limit theorems for spatially homogeneous branching processes with a finite set of types.II. Math.Nachr., 82, 277–296.
Forestier, J.P. (see D.Dubois).
Forestier, J.P. (1978). Optimisation de la commande des systèmes à représentation semi-markovienne. Math.Appl., 1er Colloq.AFCET SMF, Palaiseau, I, 337-346.
Fortet, R. (1977). Panels et modèles de comportements. Publ.économétr., 10, 1–39.
Foschini, G.J. (1982). Equilibria for diffusion models of pairs of communicating computers-symmetric case. IEEE Trans.Inf.Theory IT-28, 273-284.
Foster, F.G. & H.G. Perros (1979). Hierarchical queue networks with partially shared servicing. J.Oper.Res.Soc., 30, 157–166.
Franken, P. (see K.Arndt).
Franken, P. (1082). The point process approach to queueing theory and related topics. Seminarber., HumboIdt-Univ.Berlin, Sekt. Math., 43, 72 p.
Franken, P. & A. Streller (1979). Stationary generalized regenerative processes. Theory Probab.Appl., 24, 79–90.
Friedman, A.D. (see M.A. Breuer).
Fries, P. (1980). Procedure for weighting failure rates in Markov reliability models for automatic systems. Siemens Forsch. Entwicklungsber., 9, 305–311.
Furukawa, N. (1980). Nearly optimal policies and stopping times in Markov decision processes with general rewards. Bull.Math. Stat., 19, 89–109.
Furukawa, N. (1982). Recurrence set-relations in stochastic multi-objective dynamic decision processes. Math.Operationsforsch. Stat., Ser.Optimization 13, 113–121.
Furukawa, N. & S. Iwamoto (1974). Correction to “Markovian decision processes with recursive reward functions”. Bull.Math.Statist., 16, 127.
Gabrovsky, I.Z. (see I.I. Ezov).
Gadasin, V.A. (1975). Probabilistic properties of a system with a symmetric radial-ring structure. Automat.Remote Control, 35, 1503–1509.
Gaede, K.W. (1974). Sensitivitaetsanalyse fuer einen semi-Markov Prozess. Z.Operat.Res., Ser.A 18, 197–204.
Gaede, K.W. (1977). Zuverlaessigkeit, mathematische Modelle. Theorie und Praxis des Operations Research. Carl Hanser Verlag, Munchen.
Gaede, K.W. (1977). Einiges zur Sensitivitaet stochastischer 0R-Modelle. Quant.Wirtsch.Forsch., W.Krelle zum 60.Geb., 237-244.
Gaede, K.W. (1983). Verallgemeinerte Kontrollgrenzen bei Erzatzproblemen. Operations Research. Proc.11th Annual Meet., Frankfurt, 433-438.
Gail, M.H. (see C.C. Brown).
Gallisch, E. (1979). On monotone optimal policies in a queueing model of M/G/1 type with controllable service time distribution. Adv.Appl.Probab., 11, 870–887.
Gamkrelidze, R.V. (ed.) (1974). Probability Theory. Mathematical Statistics. Theoretical Cybernetics. Band 11. “VINITI” Moskva (Russian).
Gardos, E. & T. Toeroek (1980). Population processes and computer networks. Alkalmazott Mat.Lapok, 6, 291–311 (Hungarian).
Garifullin, Z.G. & V.A. Ivnitskij (1977). On stationary distribution of state probabilities for a generalized scheme of birth and death with a symmetrical graph of transitions. Kibernetika, Kiev, 4, 92-96 (Russian).
Gasanenko, V.A. (1981). On thinning a semi-Markov process with a countable set of states. Theory Probab.Math.Stat., 22, 25–29.
Gatarek, D. (1982). On a reliability problem by stochastic control problems. Syst.Control Lett., 2, 248–254.
Gavish, B. & P.J. Schweitzer (1976). An optimality principle for Markovian decision processes. J.Math.Analysis, 54, 173–184.
Gazis, D.C. (ed). (1974). Traffic Science. Wiley Interscience Publication, Wiley & Sons.
Gelenbe, E. (1979). Probabilistic models of computer systems. II: Diffusion approximation, waiting times and batch arrivals. Acta Inf., 12, 283–303.
Gelenbe, E & I. Mitrani (1980). Analysis and synthesis of computer systems. Academic Press, London.
Gelenbe, E. & G. Pujolle (1976). The behaviour of a single queue in a general queueing network. Acta Informatica, 7, 123–136.
Geninson, B.A., A.A. Rubchinshij & T.M. Vinogradskaya (1984). Semi-Markov decision making processes with vector gains. Theory Probab.Appl., 28, 191–193.
Genis, Y.G. (1978). The asymptotic behaviour of a flow of rare events in a regenerating process. Eng.Cybern., 16, 77–84.
Genis, Y.G. (1979). Stochastic system behaviour described by semi-renewal process. Autom.Remote Control, 40, 668–681.
Genis, Y.G. & B.Y. Nechaev (1976). Behaviour of a complex system described by a semi-Markov process with a finite number of states. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 76-84 (Russian).
Georganas, N.D. (see A. Chatterjee).
Gergely, T. & T.L. Toeroek (1976). A stochastic process to describe the virtual waiting time in a discrete-time queueing system. Prog.Oper.Res., Eger 1974, Colloq.Math.Soc.Janos Bolyai, 12, 417–423.
Gerrard, R. (1983). Regularity conditions for semi-Markov and Markov chains in continuous time. J.Appl.Probab., 20, 505–512.
Gersht, A.M. (1978). Analysis of certain low-traffic queueing systems. Autom.Remote Control, 39, 491–499.
Gershwin, S.B. & I.C. Schick (1979). Analytic methods for calculating performance measures of production lines with buffer storages. Proc.IEEE Conf.Decision & Control, San Diego, 618-624.
Gertsbach, I. (1976). Sufficient optimality conditions for control-limit policy in a semi-Markov process. J.Appl.Probab., 13, 400–406.
Gestri, G. H.A.K. Mastebroek & W.H. Zaagman (1980). Stochastic constancy, variability and adaptation of spike generation: performance of a giant neuron in the visual system of the fly. Biol.Cybern., 38, 31–40.
Gheorghe, A.V. (1976). On risk-sensitive Markovian decision models for complex systems maintenance. Econom.Comput.econom.Cybernetics Studies Res., 31-46.
Gheorghe, A.V. (1977). Partially observable Markov processes with a risk-sensitive decision-maker. Revue Roumaine Math.Pur.Appl., 22, 461–482.
Gheorghe, A.V. (1979). Systems engineering. Models and computational techniques. Editura Academiei Republicii Socialiste Romania.
Gheorghe, A.V. (1979). Markovian models with logical conditions for fault isolation with insufficient observations. Revue Roumaine Math.Pur.Appl., 24, 1047–1064.
Gheorghe, A.V. (1979). On maintenance policies for multifunctional systems using semi-Markov decision models. Revue Roum.Math. Pur.Appl., 24, 1337–1353.
Gheorghe, A.V. (1980). Reliability prediction of systems with semi-Markov structure. Revue Roum.Math.Pur.App1., 25, 1225–1241.
Ghosal, A. (see J.Affisoo).
Gilbert, G. (1973). Semi-Markov processes and mobility; a note. J.Math.Sociology, 3, 139–145.
Gill, R.D. (1980). Nonparametric estimation based on censored observations of a Markov renewal process. Z.Wahrscheinlichkeitstheor.Verw.Geb., 53, 97–116.
Gillert, H. (1976). Maximum-likelihood-Schaetzungen fuer Parameter in semimarkovschen Prozessen. Wiss.Z.Tech.Univ.Dres., 25, 1163–1166.
Giorgadze, A.H. & Eh.I. Kistauri (1977). Parallel decomposition of Markov processes. Tr.Inst.Kibern., 1, 196–206.
Gittins, J.C. (1982). Forwards induction and dynamic allocation indices. Proc.NATO ASI Deterministic & Stochastic Scheduling, 125-156.
Girmes, D.H. & M.F. Ramalhoto (1977). Markov-renewal approach to counter theory. Proc.Eur.Meet.Stat.Grenoble, 581-590.
Glaz, J. (1981). Clustering of events in a stochastic process. J.Appl.Probab., 18, 268–275.
Glazebrook, K.D. (1976). Stochastic scheduling with order constraints. Int.J.Systerns Sci., 7, 657–666.
Glazebrook, K.D. (1978). On a class of non-Markov decision processes. J.Appl.Probab., 15, 689–698.
Gnedenko, B.V. & D. Koenig (ed) (1983). Handbuch der Bedienungstheorie I: Grundlagen und Methoden. Akademie-Verlag, Berlin.
Gnedenko, B.V. & A.D. Soloviev (1974). A general allocation problem with repair. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 113-118 (Russian).
Goel, A.L., T. Nakagawa & S. Osaki (1975). Stochastic behaviour of an intermittently used system. Revue Franc.Automat.Inform.Rech. Opérat., 9, 101–112.
Gondran, M. & A. Pages (1980). Fiabilité des systèmes. Editions Eyrolles, Paris.
Goodman, I.R. & S. Kotz (1981). Hazard rates based on isoprobability contours. Proc.NATO ASI Statistical Distributions in Sc.Work, 5, 289–309.
Gopalan, M.N. (see C.A. D’Souza).
Grandori Guagenti, E. (1980). Stochastic processes in the modelling of earthquake occurrence. Proc.Conf.Numer.Tech.Stoch.Systems, Gargnano, 205-216.
Grandori Guagenti, E. & C. Molina (1982). Dynamic semi-Markov systems in earthquake engineering. Rend.Semin.Mat.Torino, 119-133.
Grassmann, W. (1977). Transient solutions in Markovian queues. An algorithm for finding them and determining their waiting-time distributions. Eur.J.Oper.Res., 1, 396–402.
Grassman, W. (1981). Stochastic systems for management. North-Holland, New-York.
Graves, S.C. & J. Keilson (1981). The compensation method applied to a one-product production/inventory problem. Math.Oper.Res., 6, 246–262.
Grigg, C.H. (see R.N. Allan).
Grinold, R.C. (1976). Manpower planning with uncertain requirements. Operations Res., 24, 387–399.
Grinshpan, L.A. (19). Analysis of the stationary regimes of semi-Markov processes by the method of fictitious states.
Groenewegen, L.P.J. & K.Van Hee (1977). Markov decision processes and quasi-martingales. Proc.Eur.Meet.Stat.Grenoble, 453-459.
Grouchko, D. (see R. Cruon).
Gruver, W.A. & C.F. Klein (1981). Optimal control of Markovian queueing systems. Optim.Control Appl.Methods, 2, 23–34.
Gubenko, L.G. (1974). Optimal control of a monotone Markov process. Kibernetika, Kiev, 1, 104-106 (Russian).
Gupta, A. (1981). Markovian approach to determine optimal maintenance policies for production systems. Indian J.Technol., 19, 353–356.
Gupta, S.K. & J.K. Sengupta (1975). Application of reliability programming to production planning. Intern.J.Systems Sci., 6, 633–644.
Gupta, S. & Y.P. Gupta (1978). Chi-square goodness of fit test for equilibrium Markov renewal process. Metron, 36, 187–196.
Gupta, Y.P. (see S. Gupta).
Gupta, Y.P. (1983). Counting processes within Markov renewal processes. S.Afr.Stat.J., 17, 107–119.
Gupta, Y.P. & S.C. Sharma (1976). Some results in Markov renewal processes. Metron, 34, 81–92.
Gusak, D.V. & V.S. Korolyuk (1976). The asymptotic behaviour of semi-Markov processes with a decomposable set of states. Theor. Probab.Math.Statist., 5, 43–51.
Habel, I. (1980). Ueber einen speziellen stationaeren diskreten Markovschen Entscheidungsprozess mit Fehlerbetrachtung zum H-Algorithmus. Wiss.Z.Tech.Hoch-sch.Leipz., 4, 303–307.
Hannan, E. M.P. Mirabile & J. Schmee (1979). An examination of patient referral and discharge policies using a multiple objective semi-Markov decision process. J.Oper.Res.Soc., 30, 121–129.
Harlamov, B.P. (1976). A “correct exit” property and a limit theorem for the semi-Markov processes. Zap.Naucn.Semin.Leningr.Otd. Mat.Inst.Steklov, 72, 186–201 (Russian).
Harlamov, B.P. (1977). On convergence of semi-Markov walks to a continuous semi-Markov process. Theory Probab.Appl., 21, 482–498.
Harlamov, B.P. (1978). The set of regeneration times of random processes. J.Soviet Math., 9, 102–107.
Harlamov, B.P. (1978). Random processes with semi-Markov chains of hitting times. J.Soviet Math., 9, 107–128.
Harlamov, B.P. (1980). A criterion for the Markov property for continuous semi-Markov processes. Teor.Verojatn, Primen., 25, 535–548.
Harlamov, B.P. (1980). Additive functionals and a change of time which preserves the semi-Markov property of a process. Zap. Nauchn.Semin.Leningr.Otd.Mat.Inst.Steklov, 97, 203–216 (Russian).
Harlamov, B.P. (1981). A Markov property test for semi-Markov processes. Theory Probab.Appl., 25, 526–539.
Harlamov, B.P. (1982). Outleading sequences and continuous semi-Markov processes on the line. Zap.Nauchn.Semin.Leningr.Otd. Mat.Inst.Steklov, 119, 230–236 (Russian).
Harlamov, B.P. (1983). Property of “correct exit” and one limit theorem for semi-Markov processes. J.Soviet Math., 23, 2352–2362.
Harrison, P.G. (1981). Transient behaviour of queueing networks. J.Appl.Probab., 18, 482–490.
Harrison, J.M. & A.J. Lemoine (1981). A note on networks of infinite-server queues. J.Appl.Probab., 18, 561–567.
Harrison, J.M. & M.I. Reiman (1981). Reflected Brownian motion on an orthant. Ann.Probab., 9, 302–308.
Harrison, J.M. & M.I. Reiman (1981). On the distribution of multidimensional reflected Brownian motion. SIAM J.Appl.Math., 41, 345–361.
Harrison, J.M. & S.I. Resnick (1978). The recurrence classification of risk and storage processes. Math.Oper.Res., 3, 57–66.
Hastings, N.A.J. & J.M.C. Mello (1978). Decision networks. John Wiley & Sons.
Hatoyama, Y. (1977). Markov maintenance models with control of queue. J.Operations Res.Soc.Japan, 20, 164–181.
Haurie, A. (see A. Alj, F. Chauny & D. Collart).
Haurie, A. (1982). A note on “Multilayer control of large Markov chains”. IEEE Trans.Autom.Control AC-27, 746-747.
Haussmann, W. (see R. Avenhaus).
Have1, J. (see I.Cventanov).
Hawkes, J. (1977). Intersections of Markov random sets. Z.Wahrscheinlichkeitstheorie Verw. Geb., 37, 243–251.
Hayne, W.J. & K.T. Marshall (1977). Two-characteristic Markov-type manpower flow models. Navals Res.Logist.Q., 24, 235–255.
Hayre, L.S. (1983). A note on optimal maintenance policies for deciding whether to repair or replace. Eur.J.Oper.Res., 12, 171–175.
Hee (Van), K. (see L.P.J. Groenenwegen).
Heffes, H. (1982). Moment formulae for a class of mixed multi-job-type queueing networks. Bell.Syst.Tech.J., 61, 709–745.
Heidelberger, P. (1980). Variance reduction techniques for the simulation of Markov processes. I. Multiple estimates. IBM J. Res.Dev., 24, 570–581.
Heidelberger, P. & D.L. Iglehart (1979). Comparing stochastic systems using regenerative simulation with common random numbers. Adv. Appl.Probab., 11, 804–819.
Heidelberger, P. & M.S. Meketon (1982). A renewal theoretic approach to bias reduction in regenerative simulations. Manage.Sci., 28, 173–181.
Helary, J.M. & R. Pedrono (1983). Recherche opérationnelle. Travaux dirigés. Modèles stochastiques: chaînes de Markov, files d’attente. Réseaux de files d’attente. Hermann, Paris.
Heiland, I.S. (1981). Convergence to diffusions with regular boundaries. Stochastic Processes Appl., 12, 27–58.
Hellwig, M.F. (1980). Stochastic processes of temporary equilibria. J.Math.Econ., 7, 287–299.
Helm, W.E. & R. Schassberger (1982). Insensitive generalized semi-Markov schemes with point process input. Math.Oper.Res., 7, 129–138.
Henderson, W. (1983). Non-standard insensitivity. J.Appl.Probab., 20, 288–296.
Hennion, H. (1982). Transience de certaines chaînes semi-Markoviennes. Ann.Inst.Henri Poincaré, Nouv.Sér., Sect.B, 18, 277–291.
Hershey, J.C. (see M.A. Cohen).
Hillier, F.S. (see R.W. Boling).
Hinderer, K. (1975). Neuere Resultate in der stochastischen dynamischen Optimierung. Z.Angew.Math.Mech., 55, Sonderheft, T16-T26.
Hines, W.G.S. (1976). Improving a simple monitor of a system with sudden parameter changes. IEEE Trans.Inform.Theory IT-22, 496-499.
Hipp, Ch. (1983). Asymptotic expansions in the central limit theorem for compound and regenerative processes. Statistics, Univ. Cologne, Preprint, 39 p.
Hochman, H.G. (1980). Models for neural discharge which lead to Markov renewal equations for probability density. Math.Biosci., 51, 125–139.
Hoepfinger, E. (1980). Dynamic programming of stochastic activity networks with cycles. Lect.Notes Control Inf.Sci., 23, 309–315.
Homma, H. & K. Tanaka (1979). Non-cooperative n-person semi-Markov game. Sci.Rep.Niigata Univ., Ser.A, 16, 23–34.
Hofri, M. (1978). A generating-function analysis of multiprogramming queues. Internat.J.Computer Inform.Sci., 7, 121–155.
Ho, Y.C. (see E.M. Akif).
Hordijk, A. (see R.Dekker & A.Federgruen).
Hordijk, A. & L.C.M. Kallenberg (1981). Linear programming methods for solving finite Markovian decision problems. Proc.1980 Vortr.Jahrestag DGOR, Essen, 468-482.
Hordijk, A. & R. Schassberger (1982). Weak convergence for generalized semi-Markov processes. Stochastic Processes Appl., 12, 271–291.
Hordijk, A., P.J. Schweitzer & H. Tijms (1975). The asymptotic behaviour of the minimal total expected cost for the denumerable state Markov decision model. J.Appl.Probab., 12, 298–305.
Hordijk, A., O.J. Vrieze & G.L. Wanrooij (1976). Semi-Markov strategies in stochastic games. Amsterdam Mathematisch Centrum, BW 68/76, 9 p.
Hordijk, A., O.J. Vrieze & G.L. Wanrooij (1983). Semi-Markov strategies in stochastic games. Int.J.Game Theory, 12, 81–89.
Hsieh, F.Y. (see J. Crowley).
Huang, Z. (1982). Generalized renewal sequences, semi-p-functions and their F-function clusters. Acta Sci.Nat.Univ.Sunyatseni, 2, 30–38 (Chinese).
Hughes, J.S. (1980). A note on quality control under Markovian deterioration. Oper.Res., 28, 421–424.
Hunter, J.J. (1982). Generalized inverses and their application to applied probability problems. Linear Algebra Appl., 45, 157–198.
Hunter, J.J. (1983). Filtering of Markov renewal queues. I: Feedback; II: Birth-death queues. Adv.Appl.Probab., 15, 349–375 & 375-391.
Idzik, A. (1977). On Markov policies in continuous time discounted dynamic programming. Trans.7th Prague Conf.Vol.A, 265-276.
Iglehart, D.L. (see Ph. Heidelberger).
Iglehart, D.L. (1976). Simulating stable stochastic systems. Quantile estimation. J.Assoc.Comput.Machin., 23, 347–360.
Iglehart, D.L. & G.S. Shedler (1979). Regenerative simulation of response times in networks of queues with multiple job types. Acta Informatica 12, 159–175.
Iglehart, D.L. & G.S. Shedler (1981). Regenerative simulation of response times in networks of queues: statistical efficiency. Acta Informatica 15, 347–363.
Iglehart, D.L. & G.S. Shedler (1983). Statistical efficiency of regenerative simulation methods for networks of queues. Adv. Appl.Probab., 15, 183–197.
Iglehart, D.L. & G.S. Shedler (1983). Simulation of non-Markovian systems. IBM J.Res.Dev., 27, 472–480.
Inaba, F.S. (1978). On stochastic entry and exit without expectations. Review Econ.Studies, 45, 535–545.
Inagaka, T. K. Inoue, E. Sakino & I. Takami (1978). Optimal allocation of fault detectors. IEEE Trans.Reliab.R-27, 360-362.
Incerti, S. (see F. Aluffi).
Inoue, K. (see T. Inagaki).
Isham, V. (see D.R. Cox).
Ivchenko, G.I., V.A. Kashtanov & I.N. Kovalenko (1982). Theory of mass service. Moskva “Vysshaja Shkola” (Russian).
Ivnitskij, V.A. (see Z.G. Garifullin).
Ivnitskij, V.A. (1979). Connections between the stationary probabilities of the states of queueing systems at an arbitrary instant, the instant of placing an order, and the instant of exit of an order. Eng.Cybern., 17, 66–76.
Ivnitskij, V.A. (1982). On a condition of invariance of stationary probabilities for queueing networks. Theory Probab.Appl., 27, 196–201.
Iwase, S., K. Tanaka & K. Wakuta (1976). On Markov games with the expected average reward criterion. Sci.Rep.Niigata Univ., Ser.A, 12, 31–41.
Jagers, P. (1983). On the Maltusianness of general branching processes in abstract type spaces. Probability & Mathematical Statistics, Essays in Hon.C.G. Esseen, 53-61.
Jain, G.C. & M.S.H. Khan (1980). On designing the capacity of a reservoir. Biom.J., 22, 359–369.
Jain, J.L. & S.G. Mohanty (1981). Busy period distributions for two heterogeneous queueing models involving batches. INFOR, Can. J.Oper.Res.Inf.Process. 19, 133–139.
Jaiswal, N.K. & J.V. Krishna (1980). Analysis of two-unit-dissimilar standby redundant system with administrative delay in repair. Int.J.Syst.Sci., 11, 495–511.
Jaiswal, N.K. & K.G. Ramamurthy (1982). Some results for pseudo semi-Markov process. Math.Operationsforsch.Stat. Ser.Optimization, 13, 123–132.
Jaiswal, N. K. Karmeshu & N.S. Rangaswamy (1982). A semi-Markovian model for cell survival after irradiation. Biom.J., 24, 63–68.
Jannusch, E. & V. Nollau (1982). Zur Verallgemeinerung eines sukzessiven Approximationsverfahrens von Van der Wal auf semi-Markovsche Entscheidungsprozesse. Math.Operationsforsch.Stat., Ser.Optimization, 13, 299–307.
Jansen, U. (1983). A generalization of intensivity results by cyclically marked stationary point processes. Elektron. Informationsverarbeitung Kybernetik, 19, 307–320.
Jansen, U. & D. Koenig (1976). Invariante stationaere Zustandswahrscheinlichkeiten fuer eine Klasse stochastischer Modelle mit funktioneilen Abhaengigkeiten. Math.Operationsforsch.Statistik, 7, 497–522.
Jansen, U. & D. Koenig (1980). Insensitivity and steady-state probabilities in product form for queueing networks. Elektron. Informationsverarbeitung Kybernetik, 16, 385–397.
Jansen, U., D. Koenig & K. Nawrotzki (1979). A criterion of insensitivity for a class of queueing systems with random marked point processes. Math.Operationsforsch.Statistik, Ser.Optimization, 10, 379–403.
Jansen, U., D. Koenig, M. Kotzurek & H. Rabe (1976). Ergebnisse von Invarianzuntersuchungen fuer ausgewaehlte Bedienungs-und Zuverlaessigkeitssysteme. Math.Operationsforsch.Statistik, 7, 523–556.
Janssen, J. (1976). Extension of a two-sided inequality of Daley and Moran to the completely semi-Markov queueing model. Cahiers Centre Etud.Rech.Opér., 18, 459–469.
Janssen, J. (1976). Some duality results in semi-Markov chain theory. Revue Roum.Math.Pur.Appl., 21, 429–441.
Janssen, J. (1977). Absorption problems in semi-Markov chains. Proc. Eur.Meet.Statist., Grenoble, 481-488.
Janssen, J. (1977). The semi-Markov model in risk theory. Proc.2nd Eur.Congr.Adv.Oper.Res., Stockholm, 613-621.
Janssen, J. (1978). Absorption problems in two-dimensional semi-Markov chains. Bull.Soc.Math.Belg., Sér.A, 30, 123–134.
Janssen, J. (1978). Some prediction problems in semi-Markov queueing models and related topic. Proc.2nd Symp.Oper.Res., Aachen, 702-712.
Janssen, J. (1979). Some explicit results for semi-Markov models in risk theory and in queueing theory. Oper.Res.Verfahren, 33, 217–231.
Janssen, J. (1981). Generalized risk models. Cah.Cent.Etud.Rech. Opér., 23, 225–244.
Janssen, J. (1982). Modèles de risque semi-Markoviens. Cah.Cent. Etud.Rech.Oper., 24, 261–280.
Janssen, J. (1982). Strong laws for semi-Markov chains with a general state space. Ric.Mat., 31, 405–414.
Janssen, J. (1982). Stationary semi-Markov models in risk and queueing theories. Scand.Actuarial J., 199-210.
Janssen, J. (1982). Determination de la valeur de la probabilité de ruine avec une réserve initiale nulle pour le modèle de risque semi-Markovien. Mitt.Ver.Schweiz.Versicherungsmath., 275-283.
Janssen, J. (1982). Modèles de risques semi-Markoviens. Cah.Cent. Etud.Rech.Opér., 24, 261–280.
Janssen, J. & J.M. Reinhard (1982). Some duality results for a class of multivariate semi-Markov processes. J.Appl.Probab., 19, 90–98.
Jensen, U. (see K. Bosch).
Jensen, U. (1981). Zustandsabhaengige Erneuerungsstrategien — Ein Modell aus der Instandhaltungstheorie. Proc.Jahrestag Oper. Res., DGOR, Essen, 251-252.
Jo, K.Y. (1983). Optimal service-rate control of exponential queueing systems. J.Oper.Res.Soc.Japan, 26, 147–165.
Jo, K.Y. & S. Stidham jun. (1983). Optimal service-rate control of M/G/1 queueing systems using phase methods. Adv.Appl.Probab., 15, 616–637.
Johansen, S.G. & S. Stidham jr. (1980). Control of arrivals to a stochastic input-output system. Adv.Appl.Probab., 12, 972–999.
Jolkof, S. & V. Rykov (1981). Generalized regenerative processes with embedded regeneration periods and their application. Math. Operationsforsch.Stat., 12, 575–591.
Kadankof, V.F. (see I.I. Ezov).
Kadota, Y. (1979). Countable state Markovian decision processes under the Doeblin conditions. Bull.Math.Stat., 18, 85–94.
Kadyrova, I.I. (1979). Stochastic equations for jump processes. Theory Probab.Math.Stat., 18, 67–76.
Kakumanu, P. (1977). Relation between continuous and discrete time Markovian decision problems. Naval Res.Logist.Q., 24, 431–439.
Kalashnikov, V.V. (1977). Continuity of the characteristics of regenerative processes. Izvestija Akad.Nauk SSSR, tehn.Kibernet. 87-96 (Russian).
Kalashnikov, V.V. (1979). Estimates of the stability of innovation processes. Eng.Cybern., 17, 63–67.
Kalashnikov, V.V. & V.A. Zhilin (1979). Stability estimates of regenerating processes and their application to priority service systems. Eng.Cybern., 17, 82–89.
Kallenberg, L.C.M. (see A. Hordijk).
Kallenberg, L.C.M. (1983). Linear programming and finite Markovian control problems. Mathematical Centre Tracts, 148.
Kalpakam, S. & M.J. Shahul Hameed (1983). Analysis of a modular warm standby redundant system. Cah.Cent.Etud.Rech.Oper., 25, 49–63.
Kairo, A.H. & A. Rangan (1979). Stochastic models for stock price fluctuations. Cah.Cent.Etud.Rech.Oper., 21, 331–336.
Kambo, N.S. (see H.S. Bhalaik).
Kan, V.E. & L.Ya. Peses (1975). Reliability of systems with accumulation of failures under prevention. Avtomatika vycislit.tehn., Riga, 5, 43–46.
Kander, Z. (1978). Inspection policies for deteriorating equipment characterized by N quality levels. Naval Res.Logist.Q., 25, 243–255.
Kanderhag, L. (1978). Eigenvalue approach for computing the reliability of Markov systems. IEEE Trans.Reliab.R-27, 337-340.
Kao, E.P.C. (1975). A discrete time inventory model with arbitrary interval and quantity distributions of demand. Operations Res., 23, 1131–1142.
Kapil, D.V.S. & S.M.Sinha (1981). Repair limit suspension policies for a 2-unit redundant system with 2-phase repairs. IEEE Trans. Reliab.R-30, 90.
Kaplan, M. (1980). A two-fold tandem net with deterministic links and source interference. Oper.Res., 28, 512–526.
Kaplan, E.I. & D.S. Silvestrov (1979). The theorems of the invariance principle type for semi-Markov processes with an arbitrary set of states. Analytical Methods Prob.Th., Collect.Sci.Works, Kiev, 121-125 (Russian).
Kaplan, E.I. & D.S. Silvestrov (1980). Theorems of the invariance principle type for recurrent semi-Markov processes with arbitrary phase space. Theory Probab.Appl., 24, 536–547.
Kapoor, K.R. & P.K. Kapur (1978). Stochastic behaviour of some 2-unit redundant systems. IEEE Trans.Reliab., R-27, 382–385.
Kapoor, K.R. & P.K. Kapur (1978). Analysis of 2-unit standby redundant repairable systems. IEEE Trans.Reliab., R-27, 385–388.
Kapur, P.K. (see S. Biswas; & K.R. Kapoor).
Karapenev, H.K. (1978). Reliability estimate for a redundant system with renewal and delayed failure exposure. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 107-112 (Russian).
Karlin, S. & U. Liberman (1983). Measuring interference in the chiasma renewal formation process. Adv.Appl.Probab., 15, 471–487.
Karmeshu (see N.K. Jaiswal).
Karr, A.F. (1976). Two extreme value processes arising in hydrology. J.Appl.Probab., 13, 190–194.
Karr, A.F. (1982). A partially observed Poisson process. Stochastic Processes Appl., 12, 249–269.
Kashtanov, V.A. (see G.I. Ivchenko).
Kaufman, L. (1982). Solving large sparse linear system arising in queueing problems. Lect.Notes Math., 968, 352–360.
Kaufmann, A. (see R. Cruon).
Kawai, H. & H. Mine (1976). Marginal checking of a Markovian degradation unit when checking interval is probabilistic. J.Operations Res.Soc.Japan, 19, 158–173.
Kawai, H. & H. Mine (1982). An optimal inspection and maintenance policy of a deteriorating system. J.Operations Res.Soc.Japan, 1-15.
Kawashima, T. (1979). Turnaround time equations in queueing networks. J.Operations Res.Soc.Japan, 21, 477–485.
Kazantsev, E.N. & M.Kh. Prilutskij (1978). A class of controlled Markov chains. Russ.math.Surv., 33, 235–236.
Keener, R.W. (1982). Renewal theory for Markov chains on the real line. Ann.Probab., 10, 942–954.
Keilson, J. (see S.C. Graves).
Keilson, J. (1974). Sojourn times, exit times and jitter in multi-variate Markov processes. Adv.Appl.Probab., 6, 747–756.
Kekre, H.B., R.D. Kumar & H.M. Srivastava (1977). A study of varying efficiency multiserver queue models. Int.Symp.Oper.Theory Netw. Syst., Vol.11, Lubbock, 156-160.
Kelbert, M.J. (1980). The existence of the limiting distributions in some networks of communication of messages. Adv.Probab.Relat. Top., Vol. 6, 397–421.
Kelbert, M.J. & Yu.M. Sukhov (1980). One class of star-shaped communication networks with packet switching. Probl.Inf.Transm., 15, 286–300.
Kelly, F.P. (1976). Networks of queues. Adv.Appl.Probab., 8, 416–432.
Kelly, F.P. (1979). Reversibility and stochastic networks. John Wiley & Sons.
Kelly, F.P. (1982). The throughput of a series of buffers. Adv.Appl. Probab., 14, 633–653.
Kempe, F. (1976). Extrapolation and identification of a component of a linear Markov process. Automat.Remote Control, 37, 501–511.
Kertz, R.P. (1978). Random evolutions with underlying semi-Markov processes. Publ.Res.Inst.Math.Sci., 14, 589–614.
Khan, M.S.H. (see G.C. Jain).
Kim Kwang, W. & C.C. White III (1980). Solution procedures for vector criterion Markov decision processes. Large Scale Syst., 1, 129–140.
Kinugasa, M. & S. Osaki (1982). Performance-related reliability evaluation of a three-unit hybrid redundant system. Int.J.Syst. Sci., 13, 1–19.
Kirchheim, A. (1974). Prophylaktische Reparaturtermine eines technologischen Systems. VI. Intern.Kongr.Anwend.Math.Ingenieurwiss., Weimar, 1972, 178–181.
Kirchheim A. (1980). Ein spezielles Erneuerungsmodell als Semi-Markov-Entscheidungsprozess. Elektron.Informationsverarbeitung Kybernetik, 16, 569–575.
Kiryan, N.L. & Ju.A. Zak (1976). Algorithms for analysing random process transition regimes in the process flow diagram. Avtomatika, Kiev, 58-70 (Ukrainian).
Kistauri, Eh.I. (see A.H. Giorgadze).
Kistauri, Eh.I. (1978). Successive decomposition of semi-Markov processes with a discrete set of states. Soobscenija Akad.Nauk Gruzin.SSR 91, 577–580 (Russian).
Kistauri, Eh.I. (1980). Application of a decomposition in order to calculate the time in which discrete semi-Markov processes are in a fixed subset of states. Soobscenija Akad.Nauk Gruzin.SSR 99, 69–72 (Russian).
Kistner, K.P. & R. Subramanian (1978). Regenerative Eigenschaften von Modellen der Zuverlaessigkeitstheorie. Oper.Res.Verf., 2nd Symp.Teil 2, Aachen 1977, 713–725.
Kistner, K.P., R. Subramanian & K.S. Venkatakrishnan (1976). Reliability of a repairable system with standby failure. Operations Res., 24, 169–176.
Kitaev, M.Yu. (1982). The existence of optimal homogeneous strategies of controllable semicontinuous semi-Markov models with respect to the average cost criterion. Theory Probab.Appl., 26, 614–616.
Klega, V. (1981). The mean period of random fluctuations at a linear system output. Acta Tech.CSAV, 26, 1–10.
Klein, C.F. (see W.A. Gruver).
Klein Haneveld, W.K. (1980). On the behaviour of the optimal value operator of dynamic programming. Math.Oper.Res., 5, 308–320.
Klimov, G.P., R. Nagapetjan & S.N. Smirnov (1982). Regenerative processes with Markov-dependent cycles and their applications. Math.Operationsforsch.Stat., Ser.Optimization, 13, 287–297.
Kobrin, F.E. & R.G. Potter (1982). Effects of cyclic spouse separation on conception times. Math.Biosci., 59, 207–223.
Koenig, D. (see U. Arndt, V.B. Gnedenko & U. Jansen).
Koenig, D. (1974). Anwendung von stochastischen Prozessen mit Geschwindigkeiten zur Untersuchung von Bedienungs-und Zuverlaessigkeitsmodellen. Wiss.Z.Tech.n.Hoch.Otto von Guericke, Magdeburg, 18, 363–368.
Koenig, D. & D. Stoyan (1981). Methoden der Bedienungstheorie. Moskva: “Radio i Svyaz” (Russian).
Koevoets, D. (see Y.M.I. Dirickx).
Kogan, Ja.A. (1977). Analytic investigation of page replacement algorithms for Markov and semi-Markov program behavior models. Automat.Remote Control, 38, 109–111 (Russian).
Kohlas, J. (1982). Stochastic methods of operations research. Cambridge University Press.
Kokotushkin, V.A. (see G.P. Basharin).
Kolonko, M. (1980). Dynamische Optimierung unter Unsicherheit in einem Semi-Markoff-Modell mit abzaehlbarem Zustandsraum. Dissertation, Rhein.Fr.W.Universitaet, Bonn.
Kolonko, M. (1982). The average-optimal adaptive control of a Markov renewal model in presence of an unknown parameter. Math. Operationsforsch.Stat., Ser.Optimization, 13, 567–591.
Kolonko, M. (1982). Strongly consistent estimation in a controlled Markov renewal model. J.Appl.Probab., 19, 532–545.
Kolonko, M. & M. Schael (1980). Optimal control of semi-Markov chains under uncertainty with applications to queueing models. Proc. Oper.Res.Jahrestag.DG0R, Regensburg 1979, 430–435.
Kondratiev, A.S. (1976). Investigation of the asymptotic form of the mean failure-free operating time. Kibernetika, Kiev, 140-142 Russian).
Kondratiev, A.S. & G.G. Menshikov (1978). Specification of asymptotic expressions for the mean time of failure-free operation of non-recoverable redundant systems. Kibernetika, Kiev, 142-143 (Russian).
Konev, V.V. (1974). On the optimal switching of spare parts. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 77-83 (Russian).
Konev, V.V. (1975). On the optimal switching for spare parts. Izvestija Akad.Nauk SSSR, tehn.Kivernet., 109-117 (Russian).
Konovalyuk, V.S. (1981). Asymptotic analysis of a two-channel system with N reserve devices. Anal.Meth.Prob.Theory, Collect.Sci. Works, Kiev, 83-96 (Russian).
Konovalyuk, V.S. (1982). Two-channel system with dependent failures. Cybernetics, 17, 808–815.
Konovalyuk, V.S. (1982). Superposition of two dependent Markov renewal processes. Ukr.Math.J., 34, 140–144.
Kopocinska, I. (1980). On system reliability under random load of elements. Zastosow.Mat., 17, 5–14.
Kopocinski, B. (see I. Kopocinska).
Korn, I. (1974). A stochastic process generated by a network with a randomly alternating switch. J.Franklin Inst., 297, 153–167.
Korolyuk, V.S. (see E. Arjas, S.M. Brodi & D.V. Gusak).
Korolyuk, V.S. (1977). Semi-Markov models of complex stochastic systems. 2nd Int.Summer Sch.Prob.Theory Math.Stat., Varna, 113-185.
Korolyuk, V.S. (1982). Superposition of Markov renewal processes. Cybernetics, 17, 556–560.
Korolyuk, V.S. & E.P. Lebedintseva (1978). Limit theorem for sojourn time of a semi-Markov process in a subset of states. Ukr.Math. J., 30, 513–516.
Korolyuk, V.S. & A. Tadzhiev (1977). Asymptotic expansion for the life time distribution of the absorbing semi-Markov process. Dopovidi Akad.Nauk.Ukrain.SSR, Ser.A, 1065-1068(Ukrainian).
Korolyuk, V.S. & A.F. Turbin (1976). Asymptotic enlarging of semi-Markov processes with an arbitrary state space. Proc.3rd Japan-USSR Symp.Prob.Theory Taschkent 1975, Lecture Notes Math., 550, 297–315.
Korolyuk, V.S. & A.F. Turbin (1976) Semi-Markov processes and their applications. Kiev: Izdatelstvo “Naukova Dumka” (Russian).
Korolyuk, V.S. & A.F. Turbin (1978). Mathematical principles for phase extension of complex systems. Kiev: Izdatelstvo “Naukova Dumka” (Russian).
Korolyuk, V.S. & A.F. Turbin (1982). Markov renewal processes in problems of systems reliability. Kiev: Izdatelstvo “Naukova Dumka” (Russian).
Korolyuk, V.S., A.A. Tomusyak & A.F. Turbin (1979). The time of duration of a semi-Markov process in a splittable set of states. Anal.Meth.Probab.Theory, Collect.Sci.Works, Kiev, 69-79 (Russian).
Kortz, S. (see I.R. Goodman).
Kotzurek, M. (see U. Jansen).
Kouvatsos, D.D. (see M.A.El-Affendi).
Kovalenko, I.N. (see G.I. Ivchenko).
Kovalenko, I.N. (1981). Asymptotic state enlargement for random processes. Cybernetics, 16, 876–886 (Russian).
Kovalenko, I.N. (1980). Analysis of rare events in estimating the efficiency and reliability of systems. Moskva: “Sovetskoe Radio”.
Kovalenko, I.N. (1982). Calculation of probabilistic characteristics of systems. Kiev: “Teknika” (Russian).
Kovalenko, I.N. & N.Yu. Kuznetsov (1981). Renewal process and rare events limit theorems for essentially multidimensional queueing processes. Math.Operationsforsch.Stat., 12, 211–224.
Kozlov, V.V. (1978). A limit theorem for a queueing system. Theory Probab.Appl., 23, 182–187.
Kozniewska, I. & M. Wlodarczyk (1978). Renewal, reliability and service models. Warszawa: Pantswowe Wydawnictwo Naukowe (Polish).
Kredentsjer, B.P. (1974). On the optimal distribution of spare parts according to their availability. Avtomtika vycislit.Tehn., Riga, 31-32.
Krishna, J.V. (see N.K. Jaiswal).
Kshirsagar, A.M. (see M. Becker).
Kshirsagar, A.M. & R. Rao Chennupati (1978). A semi-Markovian model for predator-prey interactions. Biometrics, 34, 611–619.
Ruczura, A. (see D. Bajaj).
Kueenle, Ch. & H.U. Kueenle (1977). Durchschnittsoptimale Strategien in Markovschen Entscheidungsmodellen bei unbeschraenkten Kosten. Math.Operationsforsch.Stat., Optimization, 8, 549-564. Kueenle, H.U. (see Ch. Kueenle).
Kuehn, P.J. (1979). Approximate analysis of general queueing networks by decomposition. IEEE Trans.Commun., COM-27, 113-126.
Kuhta, T.K. (1977). Analysis of the queueing system GI/M/m by the method of the embedded semi-Markov processes. Kibernetika, Kiev, 132-134.
Kulba, V.V., A.G. Mamikonov & V.P. Pelikhov (1981). Determination of the probabilistic characteristics of feedback control for Markov and semi-Markov error processes. Autom.Remote Control, 41, 1375–1379.
Kumar, A. (see M. Agarwal).
Kumar, A. (1977). Steady-state profit in several 1-out-of-2: G systems. IEEE Trans.Reliab. R-26, 366–369.
Kumar, A. (1977). Profit in a 2-unit standby system with a general cost structure. Defence Sci.J., New Delhi, 27, 135–140.
Kumar, A. & R. Lal (1979). Stochastic behaviour of a two-unit standby system with contact failure and intermittently available repair facility. Internat.J.Systems Sci., 10, 589–603.
Kumar, A. & R. Lal (1978). Stochastic behaviour of a standby redundant system. IEEE Trans.Reliab., R-27, 169–170.
Kumar, R.D. (see H.B. Kekre).
Kumar, S. & M.F. Neuts (1982). Algorithmic solution of some queues with overflows. Manage.Sci., 28, 925–935.
Kunderova, P. (1979). On a mean reward of a Markov replacement process with only one isolated class of recurrent states. Acta Univ. Palacki.Olomuc., Fac.Rerum Nat., 61, Math., 18, 145-155.
Kunderova, P. (1980). On a mean reward from a common Markov replacement process. Acta Univ.Palacki.Olomuc., Fac.Rerum Nat., 65, Math., 18, 39–50.
Kunderova, P. (1981). On limit properties of the reward from a Markov replacement process. Acta Univ.Palacki.Olomuc., Fac. Rerum Nat., 69, Math., 20, 133–146.
Kupka, J. (1983). Two limit theorems for ergodically generated stochastic processes. Math.Proc.Camb.Philos.Soc., 93, 519–536.
Kurako, E.K. (see E.K. Degtyarev).
Kurasov, V.G. (see L.D. Chumatov).
Kuznetsov, N.Ya. (see I.N. Kovalenko).
Kuznetsov, N.Ya. (1979). On approximation of the probability of redundant system failure by the probability of the monotonous failure. Dopovidi Akad.Nauk Ukrain.RSR, Ser.A, 205-255 (Ukrainian).
Kuznetsov, N.Ya. (1981). Semi-Markov model for loaded duplication. Cybernetics, 16, 558–567.
Kuznetsov, V.N., A.F. Turbin & M.D. Zbyrko (1980). Semi-Markov model for analysing reliability of system with restorable protection. Autom.Remote Control, 41, 879–887.
Lacny, J. (1976). An analysis of buffering techniques in nodes of teleprocessing nets. Arch.Automat.Telemach., 21, 89–104.
Lagakos, S.W. (see G.E. Dinse).
Lagakos, S.W., C.J. Sommer & M. Zelen (1978). Semi-Markov models for partially censored data. Biometrika, 65, 311–317.
Lal, R. (see A. Kumar).
Landman, U. & M.F. Shlesinger (1980). Solutions of physical stochastic processes via mappings onto ideal and defective random walk lattices. Proc.Conf.Applied Stoch.Proc, Athens/USA, 151-246.
Landrault, Ch. (see A. Costes).
Landrault, Ch. (1978). A unified availability analysis method for systems containing design errors. IEEE Trans.Reliab., R-26, 331–334.
Langen, H.J. (1980). On weak approximation of Markov decision models. Methods Oper.Res., 37, 383–389.
Lansky, P. (1978). On a modification of Renyi’s traffic models. Apl.Mat., 23, 39–51.
Laprie, J.C. (see A. Costes).
Largay, B.J., J.A. Largay III & D. Young (1982). A new computational approach to cost variance investigation problems. J.Inf.Optimization Sci., 3, 1–16.
Largay, J.A. III (see B.J. Largay).
Larsen, R.L. (see A.K. Agrawala).
Latouche, G. (see J.P. Colard).
Latouche, G. (1982). A phase type semi-Markov point process. SIAM J.Algebraic Discrete Methods, 3, 77–90, 1982.
Latyshev, Eh.eh. (1982). Reliability of systems with random streams of multistage customers. Autorn.Remote Control, 43, 229–237.
Lauenstein, G. & K. Renger (1981). Haeherungsweise Ermittlung der Erneuerungsfunktion und Entwicklung von Diagrammen zur Bestimmung optimaler starr periodischer Instandhaltungszylklen bei Weibull-verteilten Laufzeiten. Wiss.Z.Tech.Hochsch.Carl Schorlemmer Leuna-Merseburg, 23, 529–545.
Lauriere, J.L. (see R. Faure).
Lave, R.E. & J.K. Satia (1973). Markovian decision processes with probabilistic observation of states. Management Sci., Theory, 20, 1–13.
Lavenberg, S.S. & M. Reiser (1980). Mean-value analysis of closed multichain queueing networks. J.Assoc.Comput.Math., 27, 313–332.
Lavenberg, S.S. & M. Reiser (1980). Stationary state probabilities at arrival instants for closed queueing networks with multiple types of customers. J.Appl.Probab., 17, 1048–1061.
Lavenberg, S.S. & M. Reiser (1981). Corrigendum to “Mean-value analysis of closed multichain queueing networks”. J.Assoc.Comput. Mach., 28, 629.
Lavenberg, S.S. & C.H. Sauer (1977). Sequential stopping rules for the regenerative method of simulation. IBM J.Res.Develop., 21, 545–558.
Lavenberg, S.S., T.L. Moeller & P.D. Welch (1982). Statistical results on control variables with application to queueing network simulation. Oper.Res., 30, 182–202.
Lazar, A.A. (1983). Optimal flow control of a class of queueing networks in equilibrium. IEEE Trans.Autorn.Control AC-28, 10001-1007.
Leavenworth, R.S. & R.L. Scheaffer (1979). Design of a process control scheme for defects per 100 units based on AOQL. Naval Res. Logist., Q, 26, 463–485.
Lebedintseva, E.M. (see V.S. Korolyuk).
Lemaire, B. (1975). Etat actuel et perspectives de l’utilisation des modèles markoviens pour l’étude du comportement des consommateurs. Math.et Sci.Humaines, 50, 51–80.
Lemaire, B. (1978). Théorème de conservation des clients dans les files d’attente. RAIRO, Rech.Opérat., 12, 395–399.
Lemoine, A.J. (see J.M. Harrison).
Lemoine, A.J. (1977). Networks of queues — a survey of equilibrium analysis. Manage.Sci., 24, 464–481.
Lemoine, A.J. (1978). Networks of queues — a survey of weak convergence results. Manage.Sci., 24, 1175–1193.
Lennox, W. & B. Sahay (1974). Moments of the first passage-time for narrow-band process. J.Sound Vibration, 32, 449–458.
Le Ny, L.M. (1980). Etude analytique de réseaux de files d’attente multiclasses à routages variables. RAIRO, Rech.Opér., 14, 331–347.
Lesanovsky, A. (1982). The comparison of two-unit standby redundant system with two and three states of units. Proc.2nd Pannonian Sympt.Probability Stat.Inference, Bad Tatzmannsdorf, Austria, 239-250.
Létac, G. (1978). Chaînes colorées: trois extensions d’une formule de P.Nelson. J.Appl.Probab., 15, 321–339.
Lev, G.S. (1980) On the distribution of the absorption time for a semi-Markov multiplication process. Theory Probab.Appl., 24 876–882.
Leve (de), D. (see A. Federgruen).
Levine, W.S. (see J.S. Baras).
Levinskij, B.G. & A.F. Turbin (1981). A method for the asymptotic analysis of semi-Markov processes in the scheme of phase enlargement. Analyt.Meth.Probab.Theory, Collect.Sci.Works, Kiev, 133-147.
Liberman, U. (see S. Karlin).
Lidskij, Eh.A. (1981). Reliability as the stability of the output characteristics of automation apparatus. Cybernetics, 16, 450–457.
Liefvoort (van de), A. (see J.L. Carroll).
Lin, T.L. (see J.S. Baras).
Linton, D. & P. Purdue (1979). An M/G/s queue with m customer types subject to periodic clearing. Opsearch, 16, 80–87.
Lippman, S.A. (1976). Countable-state, continuous-time dynamic programming with structure. Operations Res., 24, 477–490.
Lipsky, L. (see J.L. Carroll).
Litvinov, A.L. & V.A. Popov (1978). Probabilistic model of buffer store for a control computer complex with group choice. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 91-95.
Liu, M.S. & J.S. Yao (1977). The capacity of a traffic flow on a Tform traffic intersection. Tamkang J.Math., 8, 135–143.
Lloyd, E.H. (1977). Reservoirs with seasonally varying Markovian inflows and their first passage times. Int.Institute Appl. Systems Analysis, Laxenburg, RR-77-4.
Lopatko, V.B. (1977). Communication between processes via ports with enclosed buffers. Mosc.Univ.Comput.Math.Cybern., 75-79.
Lucas, G. (see B. Anders).
Luss, H. (1976). Maintenance policies when deterioration can be observed by inspection. Operations Res., 24, 359–366.
Magazine, M.J. (1983). Optimality of intuitive checkpointing policies. Inf.Process.Lett., 17, 63–66.
Maisonneuve, B. (1975). Entrance-exit results for semi-regenerative processes. Z.Wahrscheinlichkeitstheorie Verw.Geb., 32, 81–94.
Malshakov, V.D., M.B. Tamarkin & A.R. Timoshenko (1980). Model of computer system on the level of intervals of resource utilization. Autom.Control.Comut.Sci., 14, 15–19.
Mamikonov, A.G. (see V.V. Kulba).
Manca, R. (see M. Carravetta).
Marcus, A.H. (see A. Becher).
Marcus, A.H. (1980). Erratum to: Power laws in compartmental analysis. Part I: A unified stochastic model. Math.Biosci., 48, 155.
Marie, R. (1978). Quelques résultats relatifs aux réseaux de files d’attente. 1er Colloq.Math.Appl., AFCET-SMF, Palaiseau 1978, I, 253-263.
Ng Stephen, F.W. & J.W. Mark (1978). Satellite packet switching with global assignments and batch Poisson arrivals. IEEE Trans. Comput., C-27, 1216–1221.
Marshall, K.T. (see W.J. Hayne).
Martynenko, O.N. & A.S. Serdakov (1982). Optimizing the checking depth in electronic equipment. Autom.Remote Control, 42, 1040–1043.
Masol, V.I. (1977). On the asymptotic behaviour of the time of arrival at a high level by a regenerative stable process with independent increments. Theory Probab.Math.Stat., 9, 139–144.
Massey, W.A. (1984). Open networks of queues: their algebraic structure and estimating their transient behaviour. Adv.Appl. Probab., 16, 176–201.
Mastebroeck, H.A.K. (see G. Gestri).
Mazo, J.E. (1982). Some extremal Markov chains. Bell Syst.Tech.J., 61, 2065–2080.
McClean, S.I. (1978). Continuous-time stochastic models of a multi-grade population. J.Appl.Probab., 15, 26–37.
McClean, S.I. (1980). A semi-Markov model for a multigraphe population with Poisson recruitment. J.Appl.Probab., 17, 846–852.
McConalogue, D.J. (see L.A. Baxter).
McDonald, D. (see K.B. Athreya).
McDonald, D. (1977). Equilibrium measures for semi-Markov processes. Ann.of Probab., 5, 818–822.
McDonald, D. (1978). On semi-Markov and semi-regenerative processes I. Z.Wahrscheinlichkeitstheorie verw.Gebiete, 42, 261–277.
McDonald, D. (1978). On semi-Markov and semi-regenerative processes II. Ann.of Probab., 6, 995–1014.
McKenna, J. & D. Mitra (1982). Integral representations and asymptotic expansions for closed Markovian queueing networks: normal usage. Bell Syst.Tech.J., 61, 661–683.
McKenna, J., D. Mitra & K.G. Ramakrishnan (1981). A class of closed Markovian queueing networks: integral representations, asymptotic expansions and generalizations. Bell Syst.Techn.J., 60, 599–641.
McNickle, D.C. (see R.L. Disney).
Meditch, J.S. (1978). A minimum principle/queueing theory approach to routing in message-switched networks. Comput.Electr.Eng., 5, 305–310.
Mehlmann, A. (1979). Semi-Markovian manpower models in continuous time. J.Appl.Probab., 16, 416–422.
Mehta, Y.K. (see S. Biswas).
Meilijson, I. & G. Weiss (1977). Multiple feedback at a single-server station. Stochastic Processes Appl., 5, 195–205.
Meister, B. (1976). Models in resource allocation — trees of queues. Lecture Notes Econ.Math.Syst., 117, 215–223.
Meketon, M.S. (see Ph. Heidelberger).
Melamed, B. (see F.J. Beutler).
Melamed, B. (1979). Characterizations of Poisson traffic streams in Jackson queueing networks. Adv.Appl.Probab., 11, 422–438.
Melamed, B. (1982). On the reversibility of queueing networks. Stochastic Processes Appl., 13, 227.
Melamed, B. (1982). On Markov jump processes imbedded at jump epochs and their queueing-theoretic applications. Math.Oper.Res., 7, 111–128.
Mello, J.M.C. (see N.A.J. Hastings).
Menselson, H. & U. Yechiali (1981). Controlling the GI/M/1 queue by conditional acceptance of customers. Eur.J.Oper.Res., 7, 77–85.
Menipaz, E. (1979). Cost optimization of some stochastic maintenance policies. IEEE Trans.Reliab., R-28, 133–136.
Mensikov, G.G. (see A.S. Kondratiev).
Mergenthaler, W. (1982). The total repair cost in a defective, coherent binary system. Cybern.Syst., 13, 219–243.
Michikazu, K. (1978). Some applications of reliability analysis of standby redundant systems with repair. J.Operations Res.Soc. Japan, 21, 146–169.
Mihoc, G. & S.P. Niculescu (1976). On a class of stochastic processes. An.Univ.Craiova, Ser.Mat.Fiz.Chim., 4, 7–10.
Mikadze, I.S. (1978). On a technique to determine operational readyness. Soobshch.Akad.Nauk Gruzin.SSR, 92, 417–420.
Mileshina, R.I. (1977). Limit theorems for a controlled random walk. Theory Probab.Math.Stat., 13, 125–140.
Miller, D.R. (1979). Almost sure comparisons of renewal processes and Poisson processes, with applications to reliability theory. Math.Oper.Res., 4, 406–413.
Mine, H. (see H. Kawai).
Mine, H. & S. Osaki (1977). Markovian decision processes. Moskva: “Nauka” (Russian).
Mirabile, M.P. (see E. Hannan).
Mironov, M.A. & V.I. Tikhonov (1977). Markov processes. Moskva: “Sovetskoe Radio” (Russian).
Misra, K.B. & J. Sharma (1974). Reliability optimization of a series system with active and standby redundancy. Internat.J.Systems Sci., 5, 1131–1142.
Mitra, D. (see J. Mckenna).
Mitra, D. & J.A. Morrison (1983). Asymptotic explansions of moments of the waiting time in closed and open processor-sharing systems with multiple job classes. Adv.Appl.Probab., 15, 813–839.
Mitra, D. & K.G. Ramakrishnan (1982). An overview of PANACEA, a software package for analysing Markovian queueing networks. Bell Syst.Tech.J., 61, 2849–2872.
Mitrani, I. (see E. Coffman & E. Gelenbe).
Mode, Ch.J. (1976). On the calculation of the probability of current family-planning status in a cohort of women. Math.Biosciences, 31, 105–120.
Mode, Ch.I. & G. Pickens (1979). An analysis of postpartum contraceptive strategies — Policies for preventive medicine. Math.Biosciences, 47, 91–113.
Mode, Ch.J. & M.G. Soyka (1980). Linking semi-Markov processes in time series — An approach to longitudinal data analysis. Math.Biosciences, 51, 141–164.
Moeller, T.L. (see S.S. Lavenberg).
Mohanty, S.G. (see J.L. Jain).
Molma, C. (see G.E. Grandori).
Monahan, G.E. (1982). A survey of partially observable Markov decision processes: Theory, models and algorithms. Manage. Sci., 28, 1–16.
Morais (de), P.R. (1979). A Markovian model for a continuous-time inventory systems. 3rd Nat.Symp.Probab.Stat., Sao Paulo, 160-164.
Morey, R.C. (1975). Approximations for the consolidation of multi-echelon repair facilities. Naval Res.Logist.Q., 22, 455–460.
Morang, R.W. (see J.S. Edwards).
Mori, T.F. (1980). On the asymptotic network delay in a model of packet switching. Comput.Math.Appl., 7, 167–172.
Morozov, E.V. (1983). Some results for processes with continuous time in the system GI/G/1 with losses from the queue. I. Izvestija Akad.Nauk BSSR, Ser.Fiz.-Mat.Nauk, 51-55 (Russian). Morrison, J.A. (see D. Mitra).
Morton, T.E. (1974). Decision horizons in discrete time undiscounted Markov renewal programming. IEEE Trans.Systems Man Cybernetics SMC-4, 392-394.
Motoori, M., T. Nakagawa, Y. Sawa & K. Yasui (1980). Reliability analysis of an inspection policy and its application to a computer system. J.Oper.Res.Soc.Japan, 23, 273–286.
Mountford, D. (1979). An inequality in p-functions. Ann.of Probab., 7, 184–185.
Mueller, B. (1980). Zerlegungsorientierte, numerische Verfahren fuer Markovsche Rechensystemmodelle. (Dissertation). Abteilung Informatik der Universitaet Dortmund.
Mukhitdinova, N.M. (1978). Reservation with marginal checking and renewal. Dokl.Akad.Nauk UzSSR 1978, 8-11 (Russian).
Nadarajan, R. & M.F. Neuts (1982). A multiserver queue with thresholds for the acceptance of customers into service. Oper.Res., 30, 948–960.
Nagapetjan, R. (see G.P. Klimov).
Nagapetjan, R. (1981). Use of regenerative processes with Markov dependent regeneration cycles. Izvestija Akad.Nauk Mold.SSR, Ser.Fiz.-Tehn.Mat.Nauk, 14-21 (Russian).
Nahmias, S. (1975). A sequential decision problem with partial information. Cah.Cent.Etud.Rech.Opér., 17, 53–64.
Naik, D.N. (1978). Steady state availability of a system with two types of failure. IAPQR Trans., 3, 27–33.
Naik, D.N. (1981). Estimating the parameters of a 2-out-of-3: F system. IEEE Trans.Reliab. R-30, 464-465.
Nakagawa, T. (see A.L.Goel & M. Motoori).
Nagakawa, T. & S. Osaki (1976). Analysis of a repairable system which operates at discrete times. IEEE Trans.Reliab.R-25, 110-112.
Nakajima, S. & Y. Watanabe (1977). Optimal renewal interval of a part before failures — a definite part with constant renewal intervals. Rep.Fac.Eng., Kanagawa Univ., 15, 36-41 (Japanese).
Nakamura, M. & S. Osaki (1984). Performance/reliability evaluation for multi-processor systems with computation demands. Int. J.Syst.Sci., 15, 95–105.
Nance, R.E. (see U.N. Bhat).
Naneva, T. (see I. Cvetanov).
Nasirova, T.I. (see H.M. Ahmedova).
Nasirova, T.I. (1978). On a model of the control of reserves. Teor. Sluchajnyck Protsessov 6, 107-119 (Russian).
Nasirova, T.I. (1980). On an ergodic theorem for certain Markov processes with delaying barrier. Theory Probab.Math.Stat., 20, 105–112.
Nasirova, T.I. (1982). Distribution of a semi-Markov walk process with delay screen. Izvestija Akad.Nauk Az.SSR, Ser.Fiz.-Tehn. Mat.Nauk., 6, 116–119.
Nasirova, T.I. & A.V. Skorohod (1981). On the asymptotic behaviour of processes in an inventory control model. Theory Probab.Math. Stat., 23, 137–142.
Nasirova, T.I. & A.V. Skorohod (1982). Limit theorems for some classes of random processes related to semi-Markov random walks. Theory Probab.Math.Stat., 25, 137–151.
Naumov, V.A. (see G.P. Basharin).
Nawrotzki, K. (see U. Jansen).
Nawrotzki, K. (1982). Ergodic theorems for random processes with embedded homogeneous flow. Theory Probab.Appl., 26, 388–392.
Nechaev, B.Ya. (see Ya.G. Genis).
Neffke, H. (1979). Renewal reward processes with linear expectation functions. Oper.Res.Verfahren, 30, 98–110.
Neffke, H. (1982). Bewertete Erneuerungsprozesse. Mathematical Systems in Economics, Hanstein.
Nesenbergs, M. (1979). A hybrid of Erlang B and C formulas and its applications. IEEE Trans.Commun.C0M-27, 59-68.
Neumann, K. (see W. Fix).
Neumann, K. (1979). Recent advances in temporal analysis of GERT networks. Z.Oper.Res., Ser.A, 23, 153–177.
Neumann, K. (1980) Dynamische Optimierung und optimale Steuerung in speziellen GERT-Netsplaenen. Wiss.Z.Tech.Hochsctu Leipz., 4, 349-355.
Neumann, K. & U. Steinhardt (1979). GERT networks and the time-oriented evaluation of projects. Lecture Notes Econ.Math. Systems, 172.
Neuts, M.F. (see S. Chakravarthy, S. Kumar & R. Nadarajan).
Neuts, M.F. (1976). Moment formulas for the Markov renewal branching process. Adv.Appl.Probab., 8, 690–711.
Neuts, M.F. (1977). Some explicit formulas for the staedy-state behaviour of the queue with semi-Markovian service time. Adv. Appl.Probab., 9, 141–157.
Neuts, M.F. (1978). The second moments of the absorption times in the Markov renewal branching process. J.Appl.Probab., 15, 707–714.
Neuts, M.F. (1978). Renewal processes of phase type. Naval.Res. Logist.Q., 25, 445–454.
Ney, P.E. (see K.B. Athreya).
Ng Stephen, F.W. (see J.W. Mark).
Nicolai, W. (1979). Optimierung spezieller GERT-Netzplaene. Z.Angew. Math.Mech., 59/01, T108-T109.
Nicolai, W. (1980). On the temporal analysis of special GERT-networks using a modified Markov renewal process. Z.Oper.Res., Ser.A, 24, 263–272.
Nicolai, W. (1982). Optimization of STEOR networks via Markov renewal programming. Z.Oper.Res., Ser.A, 26, 7–19.
Nicolis, J.S. & E.N. Protonotarios (1980). Modelling communication and control between hierarchical systems. Int.J.Syst.Sci., 11, 107–127.
Niculescu, S.P. (see G. Mihoc).
Nikiforov, G.K. & Yu.I. Ryzhikov (1983). An iteration method of calculation of service of a nonhomogeneous flow in a multichannel systel. Cybernetics, 19, 260–266.
Nishida, T. & K. Tatsuno (1982). Optimal maintenance policy with minimal repair for stochastically failing system. J.Oper.Res. Soc.Japan, 25, 238–248.
Nishida, T., F. Ohi & K. Tatsuno (1983). Extended opportunistic maintenance policy for a two-unit system. Math.Japan, 28, 569–575.
Noebels, R. (1981). A note on stochastic order of probability measures and an application to Markov processes. Z.Oper.Res., Ser.A, 25, 35–43.
Nollau, V. (see T. Ewers & E. Jannusch).
Nollau, V. (1981). Semi-Markovsehe Prozesse. Deutsch-Taschenbuecher, 31, Verlag Harri Deutsch.
Norman, J.M. (see T.A. Burgin).
Nosenko, V.I. (see V.V. Bondarev).
Nummelin, E. (see E. Arjas).
Nummelin, E. (1976). Limit theorems for σ-recurrent semi-Markov processes. Adv.Appl.Probab., 8, 531–547.
Nummelin, E. (1977). On the concepts of σ-recurrence and σ-transience for Markov renewal processes. Stochastic Processes Appl., 5, 1–19.
Nummelin, E. (1978). Uniform and ratio limit theorems for Markov renewal and semi-regenerative processes on a general state space. Ann.Inst.Henri Poincaré, Sect.B, 14, 119–143.
Nummelin, E. (1979). A conservation property for general GI/G/1 queues with an application to tandem queues. Adv.Appl.Probab., 11, 660–672.
Nunen (van), J.A.E.E. (1976). Contracting Markov decision processes. Amsterdam, Mathematical Centre Tracts, 71.
Nunen (van), J.A.E.E. & M.L. Puterman (1981). On solving G/M/s queueing control systems. Proc.Jahrestag Oper.Research, DGOR, Essen, 483-490.
Nunen (van), J.A.E.E. & S. Stidham jun. (1981). Action-dependent stopping times and Markov decision process with unbounded rewards. OR Spektrum, 3, 145–152.
Nunen (van), J.A.E.E. & J. Wessels (1976). FORMASY: Forecasting and Recruitment in MAnpower SYstems. Statistica Neerlandica, 30, 173–193.
Nunen (van), J.A.E.E. & J. Wessels (1979). On theory and algorithms for Markov decision problems with the total reward criterion. OR, Spektrum, 1, 57–67.
Nunen (van), J.A.E.E. & J. Wessels (1984). On using discrete random models within decision support systems. Eur.J.Oper.Res., 15, 141–159.
Oakes, D. (1976). Random overlapping intervals — a generalization of Erlang’s loss formula. Ann.of Probab., 4, 940–946.
Odoni, A.R. & E. Roth (1983). An empirical investigation of the transient behavior of stationary queueing systems. Oper.Res., 31, 432–455.
Ohi, F. (see T. Nishida).
Ohno, K. (1981). A unified approach to algorithms with a suboptimality test in discounted semi-Markov decision processes. J.Oper. Res.Soc.Japan, 24, 296–324.
Ohta, H. (1980) GERT. Analysis of the economic design of control chart. IAPQR Trans., 5, 57–65.
Onicescu, O., G. Oprisan & G. Popescu (1983). Renewal processes with complete connections. Rev.Roum.Math.Pures Appl., 28, 985–998.
Opderbeck, H. (see W.W. Chu).
Opitz, O. & M. Schader (1975). Operations Research Verfahren und Marketingsprobleme. Math.Systems in Econ., Verlag Anton Hain. Oprisan, G. (see O.Onicescu).
Oprisan, G. (1976). On the J-X processes. Rev.Roum.Math.Pures Appl., 21, 717–724.
Oprisan, G. (1977). Some limit theorems for semi-Markov processes with an arbitrary state space. Proc.5th Conf.Probab.Theory, Brasov, 1974, 247–256.
Oral, M. & S.S. Rao (1980). An objective function for inventory control models. Proc.Int.Conf.Stochastic Programming, Oxford, 403-426.
Osaki, S. (see A.L. Goel, M. Kinugasa, H. Mine, T. Nakagawa & M. Nakamura).
Osaki, S. & M. Takeda (1979). A two-unit paralleled redundant system with bivariate exponential failure law and allowed down time. Cah.Cent.Etud.Rech.Opér., 21, 55–62.
Osaki, S. & F. Sugimoto (1976). Optimum repair limit replacement policies for a system subject to intermittent blows. Cah.Cent. Etud.Rech.Opér., 18, 485–491.
Osawa, H. (see M. Doi).
Ovchinnikov, V.N. (1976). Asymptotic behavior of the time till the first failure of a model with inhomogeneous reservation and rapid repair. Izvestija Akad.Nauk SSSR, Tehn.Kibernet., 82-90 (Russian).
Pages, A. (see M. Gondran).
Pandit, S.M., H.J. Steudel & S.M. Wu (1977). A multiple time series approach to modelling the manufacturing job-shop as a network of queues. Manage.Sci., 24, 456–463.
Pau, L.F. (1981). Failure diagnosis and performance monitoring. Control & Systems Theory, Vol.11, Marcel Dekker, New York.
Pavlov, I.V. & I.A. Ushakov (1978). The asymptotic distribution of the time until a semi-Markov process gats out of a kernel. Eng.Cybern., 16, 68–72.
Pearce, C.E.M. (1982). A generalization of Rapp’s formula. J.Austr. Math.Soc, Ser.B, 23, 291–296.
Pedrono, R. (see J.M. Helary).
Pelikhov, V.P. (see V.V. Kulba).
Pellaumail, J. (1978). Probabilités stationnaires de réseaux dont les probabilités de transfert dépendent de l’état. Proc.ler Colloq.Math.Appl., AFCET-SMF, Palaiseau, I, 265-275.
Pellaumail, J. (1978). Formule de produit pour réseaux à probabilités de transfert dépendant de l’état. C.R.Acad.Sci.Paris, Ser.A, 287, 157–159.
Pellaumail, J. (1979). Formule du produit et décomposition de réseaux de files d’attente. Ann.Inst.Henri Poincaré, Sect.B, 15, 261–286.
Perros, H.G. (see F.G. Foster).
Peshes, L.Ya. (see V.E. Kan).
Pezhinska, G. (1983). Estimates of expectations for the approach moments of renewal points for Markov renewal processes. Dokl.Akad.Nauk Ukr.SSR, Ser.A, 8-10 (Russian).
Phatarfod, R.M. (1982). On some applications of Wald’s identity to dams. Stochastic Processes Appl., 13, 279–292.
Phelps, R.I. (1983). Optimal policy for minimal repair. J.Oper.Res. Soc, 34, 425–427.
Phillips, M.J. (1981). A characterization of the negative exponential distribution with application to reliability theory. J.Appl. Probab., 18, 652–659.
Pickens, G. (ss Ch.J. Mode).
Pinter, J. (1977). Investigations on the maximal distance of empirical distribution series. Alkalmazott Mat.Lapok., 1, 189–195 (Hungarian).
Pittel, B. (1979). Closed exponential networks of queues with saturation: The Jackson-type stationary distribution and its asymptotic analysis. Math.Oper.Res., 4, 357–378.
Platzman, L. (1977). Improved conditions for convergence in un-discounted Markov renewal programming. Operations Res., 25, 29–533.
Pliska, S.R. (1975). A semi-group representation of the maximum expected reward vector in continuous parameter Markov decision theory. SIAM J.Control 13, 1115–1129.
Pliska, S.R. (1976). Optimization of multitype branching processes. Management Sci., 23, 117–124.
Plucinski, E. (1979). On some properties of discrete stochastic processes. Demonstr.Math., 12, 1089–1110.
Pogosyan, A.L. (see Eh.A. Danielyan).
Politsjuk, L.I. & A.F. Turbin (1977). Asymptotic expansions for some characteristics of semi-Markov processes. Theor.Probab.Math. Stat., 8, 121–126.
Pollett, P.K. (see T.C. Brown).
Pooch, U.W. (see R. Chattergy).
Popescu, G. (see O. Onicescu).
Popov, V.A. (see A.L. Litvinov).
Popov, N.N. (1977). Mass service systems directed by semi-Markov processes. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 94-101 (Russian).
Popovici, Al.A. (1978). A Markovian stochastic model of the profit’s general rate formation. Econom.Comput.Econom.Cybernetics, Studies Res., 85-106.
Porteus, E.L. (1980). Improved iterative computation of the expected discounted return in Markov and semi-Markov chains. Z.Oper.Res., Ser.A, 24, 155–170.
Potter, R.G. (see F.E. Kobrin).
Prehn, U. (see K. Fleischmann).
Prelov, V.V. (see R.L. Dobrushin).
Premoli, A. (see A. Bobbio).
Prilutskij, M.Kh. (see E.N. Kazantsev).
Prizva, G.I. & L.V. Tihomirova (1978). On the first passage time distribution for Markov processes with discrete intervention of chance. Theory Probab.Math.Stat., 12, 129–135.
Proschan, F. (see R.E. Barlow).
Proschan, F. & J. Sethuraman (1976). Stochastic comparison of order statistics from heterogeneous populations, with applications to reliability. J.Multivariate Analysis, 6, 608–616.
Protonotatios, E.N. (see A.G. Bobos & J.S. Nicolis).
Pruscha, H. (1983). On continuous time learning models. Lecture Notes Statistics, 20, 175–181.
Pujolle, G. (see E. Gelenbe).
Pujolle, G. (1979). The influence of protocols on the stability conditions in packet switching networks. IEEE Trans.Commun. COM-27, 611-619.
Purdue, P. (see D. Linton).
Purdue, P. & D. Weiner (1977). A semi-Markov approach to stochastic compartmental models. Commun.Stat., Theory Methods A6, 1231-1243.
Puri Prem, S. (1978). A generalization of a formula of Pollaczek and Spitzer as applied to a storage model. Sankhya, Ser.A, 40, 237–252.
Puri Prem, S. (1979). On certain problems involving non-identifiability of distributions arising in stochastic modelling. Proc. Int.Conf.Optimizing methods in Statistics, Bombay,1977, 403-418.
Puri Prem, S. & S.W. Wollford (1981). On a generalized storage model with moment assumptions. J.Appl.Probab., 18, 473–481.
Puterman, M.L. (see J.van Nunen).
Pyke, R. & R.A. Schaufele (1981). Correction to: The existence and uniqueness of stationary measures for Markov-renewal processes. Ann.of Probab., 9, 348.
Quelle, G. (1976). Dynamic programming of expectation and variance. J.Math.Analysis Appl., 55, 239–252.
Rabe, H. (see U. Jansen).
Racicot, R.L. (1976). Approximate confidence intervals for reliability of a series system. IEEE Trans.Reliab., R-25, 265–269.
Rajarshi, M.B. (1974). Success runs in a two-state Markov chain. J.Appl.Probab., 11, 190–192.
Ramalhoto, M.F. (see D.H. Girmes).
Ramakrishnan, K.G. (see J. McKenna & D. Mitra).
Ramamurthy, K. (see K.B. Athreya & N.K. Jaiswal).
Ramanarayanan, R. (1981). Explicit steady state solution for a Markovian inventory system. Stat.Neerl., 35, 215–219.
Ramanarayanan, R. & K. Usha (1981). General analysis of systems in which a 2-unit system is a sub-system. Math.Operationsforsch. Stat., 12, 629–637.
Ramaswami, V. (1981). Algorithms for a continuous-review (s, S) inventory system. J.Appl.Probab., 18, 461–472.
Rangan, A. (see A.H. Kairo).
Rangaswamy, N.S. (see N.K. Jaiswal).
Rao Chennupati, R. (see A.M. Kshirsagar).
Rao, M.R. (see Y.M.I. Dirickx).
Rao, S.S. (see M. Oral).
Rappaport, D. (see J. Dayan).
Raugi, A. (1980). Quelques remarques sur le théorème de la limite centrale sur un groupe de Lie. C.R.Acad.Sci.Paris, Ser.A, 290, 103–106.
Ravichandran, N. & R. Subramanian (1980). An n-unit priority redundant system. J.Math.Phys.Sci., 14, 85–94.
Reetz, D.A. (1976). A decision exclusion algorithm for a class of Markovian decision processes. Z.Operat.Res., Ser.A, 20, 125–131.
Reetz, D.A. (1980). Kontrahierende endliche Markoffsche Entscheidungsprozesse. G. Marchai un H.J. Matzenbacher Wissenschaftsverlag, Berlin.
Reiman, M.I. (see J.M. Harrison).
Reinhard, J.M. (see J. Janssen).
Reinhard, J.M. (1980). Jeux de survie économique: un modèle semi-markovien. Cah.Cent.Etud.Rech.Oper., 22, 101–110.
Reinhard, J.M. (1981). A semi-Markovian game of economic survival. Scand.Actuarial J., 23-38.
Reinhard, J.M. (1982). Identités du type Baxter-Spitzer pour une classe de promenades aléatoires semi-markoviennes. Ann.Inst. Henri Poincaré, Sect.B, 18, 319–333.
Reiser, M. (see S.S. Lavenberg).
Reiser, M. (1977). Numerical methods in separable queueing networks. Algorithm.Meth.Probab., Stud.Manage.Sci., 7, 113–142.
Reiser, M. (1981). Mean value analysis and convolution method for queue-dependent servers in closed queueing systems. Performance Eval., 1, 7–18.
Renger, K. (see G. Lauenstein).
Resnick, S.I. (see J.M. Harrison).
Reznikov, S.I. (1979). A new proof for a limit theorem of the phase enlargement type for semi-Markov processes. Teor.Sluchajnykh Protsessov, 7, 85-103 (Russian).
Reznikov, S.I. (1980). A limit theorem of the type of phase enlargement for random processes which are complemented to weakly inhomogeneous Markov processes. Dopov.Akad.Nauk Ukr.RSR, Ser.A, 16-18 (Ukrainian).
Reznikov, S.I. (1980). State enlargement of random processes that are complemented to Markov processes. Ukr.Math.J., 31, 539–544.
Ricciardi, L.M. (1980). Stochastic equations in neurobiology and population biology. Lecture Notes Biomath., 39, 248–263.
Richter, K. (1982). Dynamische Aufgaben der diskreten Optimierung. Akademie-Verlag, Berlin.
Rieder, U. (1975). Bayesian dynamic programming. Adv.Appl.Probab., 7, 330–348.
Rieder, U. (1976). On the characterization of optimal policies in non-stationary dynamic programs. Z.Angew.Math.mech., 56, Sonderheft, T359-T360.
Rishel, R. (1982). A partially observed inventory problem. Lect. Notes Control Inf.Sci., 43, 345–353.
Ritchie, E. & P. Wilcox (1977). Renewal theory forecasting for stock control. Eur.J.Oper.Res., 1, 90–93.
Robinson, D. (1978). Optimization of priority queues — a semi-Markov decision chain approach. Manage.Sci., 24, 545–553.
Rohal-Ilkiv, B. & J. Skakala (1977). 2-unit redundant systems with replacement & repair. IEEE Trans.Re1iab., R-26, 294–296.
Rolski, T. (1977). A relation between imbedded Markov chains in piecewise Markov processes. Bull.Acad.Polon.Sci., Ser.Sci. Math.astron.phys., 25, 181–189.
Romanov, A.K. & A.I. Terekhov (1980). Some models of the workforce dynamics in organizations. Optimizatsiya, 25, 124–138 (Russian).
Rosberg, Z. (1980). A positive recurrence criterion associated with multidimensional queueing systems. J.Appl.Probab., 17, 790–801.
Rosberg, Z. (1982). Semi-Markov decision processes with polynomial reward. J.Appl.Probab., 19, 301–309.
Rosemann, H. (1981). Zuverlaessigkeit und Verfuegbarkeit techniser Anlagen und Geraete. Mit praktischen Beispielen von Berechnung und Einsatz in Schwachstellenanalysen. Springer-Verlag, Berlin.
Rosenshine, M. & R.C. Rue (1981). Optimal control for entry of many classes of customers to an M/M/1 queue. Nav.Res.Logist.Q., 28, 489–495.
Ross, S.M. (1976). On the time to first failure in multicomponent exponential reliability systems. Stochastic Processes Appl., 4, 167–173.
Roth, E. (see A.R. Odoni).
Roussas, G.G. (see M.G. Akritas).
Rubchinskij, A.A. (see B.A. Gennison).
Rubin, I. (1979). Message delays in FDMA and TDMA communcation channels. IEEE Trans.Commun.C0M-27, 769-777.
Rubinovitch, M. (see Z. Barzily).
Rumyantsev, N.V. (1982). Investigation of a service system with heating at the end of the occupation time by methods of the theory of semi-Markov processes. Kibernetika, 120-122 (Russian).
Rue, R.C. (see M. Rosenshine).
Ryan, T.A. jun. (1976). A multidimensional renewal theorem. Ann.of Probab., 4, 656–661.
Rybko, A.N. (1981). Stationary distributions of time-homogeneous Markov processes modelling message switching communication networks. Probl.Inf.Transm., 17, 49–63.
Rybko, A.N. (1982). Existence conditions for a steady-state mode for two types of communications networks with message switching. Probl.Inf.Transm., 18, 76–84.
Rykov, V. (see S. Jolkof).
Ryzhikov, Yu.I (see G.K. Nikiforov).
Ryzhikov, Yu.I. (1977). Servicing of priorityless flow of non-uniform requests in a multichannel Markov system. Probl.control Inform.Theory 6, 431–436.
Sadjaki, D. (see F. Bestwick).
Sahay, B. (see W. Lennox).
Sahin, I. (see Y. Balcer).
Sahin, I. (1978). Cumulative constrained sojourn times in semi-Markov processes with an application to pensionable service. J.Appl. Probab., 15, 531–542.
Sakino, E. (see T. Inagaki).
Sanderson, A.C. (see T.W. Calvert).
Santner, T.J. (see C.C. Brown).
Shanthikumar, J.G. (see R.G. Sargent).
Satia, J.K. (see R.E. Lave).
Satyanarayana, A. (1982). A unified formula for analysis of some network reliability problems. IEEE Trans.Reliab. R-31, 23–32.
Sauer, C.J. (see S.S. Lavenberg).
Sauer, W. (1980). Eine symbolische Methode zur Berechnung der mittleren Dauer stochastischer technologischer Prozesse. Wiss. Z.Tech.Univ.Dresd., 29, 261–265.
Saw, Y. (see M. Motoori).
Schader, M. (see O. Optiz).
Schael, M. (see M. Kolonko).
Schael, M. (1975). Conditions for optimality in dynamic programming and for the limit of n-stage optimal policies to be optimal. Z.Wahrscheinlichkeitstheorie verw.Gebiete, 32, 179–196.
Schael, M. (1975). On dynamic programming: Compactness of the space of policies. Stochastic Processes Appl., 3, 345–364.
Schael, M. (1979). On dynamic programming and statistical decision theory. Ann.Statist., 7, 432–445.
Schassberger, R. (see A.D. Barbour, W.E. Helm & A. Hordijk).
Schassberger, R. (1976). On the equilibrium distribution of a class of finite-stage generalized semi-Markov processes. Math.Oper. Res., 1, 395–406.
Schassberger, R. (1978). Insensitivity of steady-state distributions of generalized semi-Markov processes, I, II. Ann.of Probab., 5, 87-89, 1977 & 6, 85–93.
Schassberger, R. (1978). The insensitivity of stationary probabilities in networks of queues. Adv.Appl.Probab., 10, 906–912.
Schassberger, R. (1978). Insensitivity of steady-state distributions of generalized semi-Markov processes with speeds. Adv.Appl. Probab., 10, 836–851.
Schassberger, R. (1979). A definition of discrete product form distributions. Z.Oper.Res., Ser.A 23, 189–195.
Schaufele, R.A. (see R. Pyke).
Schaufele, R.A. (1981). A class of time-reversible semi-Markov processes. Can.J.Stat., 9, 39–56.
Scheaffer, R.L. (see R.S. Leavenworth).
Schellhaas, H. (1974). Zur Extrapolation in Markoffschen Entscheidungsmodellen mit Diskontierung. Z.Operat.Res., Ser.A 18, 91–104.
Schellhaas, H. (1979). Ueber Semi-Markoffsche Entscheidungsprozesse mit endlichem Horizont. Proc.DGOR Meet.Oper.Res., Berlin, 122-129.
Schellhaas, H. (1979). Semi-regenerative processes with unbounded rewards. Math.Oper.Res., 4, 70–78.
Schellhaas, H. (1980). Markov renewal decision processes with finite horizon. OR Spektrum 2, 33–40.
Schneeweiss, Ch. (1974). Dynamisches Programmieren. Physica Paperback, Physica-Verlag, Wien.
Scheuer, E.M. (see L.A. Baxter & W.R. Blischke).
Schick, I.C. (see S.B. Gershwin).
Schmee, J. (see E. Hannan).
Schmidt, V. (see U. Arndt).
Schramm, K. (1980). Konvergenzvergleiche bei Loesungen linearer Differenzengleichungen mit konstanten Koefficienten. Z.Oper. Res., Ser.A 24, 125–136.
Schweitzer, P.J. (see A. Federgruen, B. Gavish & A. Hordijk).
Schweitzer, P.J. (1982). Solving MDP functional equation by lexicographic optimization. RAIR0, Rech.Opér. 16, 91–98.
Schweitzer, P.J. (1983). On the solvability of Bellman’s functional equations for Markov renewal programming. J.Math.Analysis Appl., 96, 13–23.
Schwetman, H.D. (see G. Balbo).
Scif, F.J. (1981). Stochastic and cooperative model of excocytotic secretion of thyrotropin. Proc.6th Conf.Probability Theory, Brasov, 513-520.
Semenov, A.T. (1976). Sojourn times of a semi-Markov random walk on the semi-axis. Lith.Math.J. 15, 659–664.
Sengupta, J.K. (see S.K. Gupta).
Serdakov, A.S. (see O.N. Martynenko).
Sereda, V.I. (see V.V. Anisimov).
Serfozo, R.F. (1979). An equivalence between continuous and discrete time Markov decision processes. Oper.Res., 27, 616–620.
Sergachev, O.V. (1979). On the analysis of dynamic operating modes of deterministic automata. Autom.Control Comput.Sci., 13, 13–17.
Sethuraman, J. (see F. Proschan).
Sevcik, K.C. (1982). Queueing networks and their computer system applications: An introductory survey. Proc.NAT ASI Deterministic and Stochastic Scheduling, Durham, 211-222.
Shahul, H.M.A. (see S. Kalpakam).
Shakhbazov, A.A. (1982). Limiting distribution of the time of first entry for semi-Markov processes and its application in reliability theory. Eng.Cybern., 20, 82–90.
Shakhbazov, A.A. & A.D. Soloviev (1981). Nonhomogeneous standby with renewal. Eng.Cybern., 19, 30–38.
Shanthikumar, J.G. & R.G. Sargent (1981). An algorithmic solution for queueing model of a computer system with interactive and batch jobs. Performance Eval., 1, 344–357.
Sharma, J. (see K.B. Misra).
Sharma, S.C. (see Y.P. Gupta).
Sharma, S.C. (1976). Cumulative processes associated with Markov renewal processes in space. J.Math.Sci., 10, 63–68.
Shedler, G.S. (see D.L. Iglehart).
Shedler, G.S. & D.R. Slutz (1981). Irreducibility in closed multiclass networks of queues with priorities: passage times of a marked job. Performance Eval., 1, 334–343.
Shedler, G.S. & J. Southard (1982). Regenerative simulation of networks of queues with general service times: passage through subnetworks. IBM J.Res.Dev., 26, 625–633.
Shibanov, S.E. (see A.S. Chebotarev).
Shishonok, N.A. (see V.E. Dikarev).
Shlesinger, M.F. (see U. Landman).
Shura-Bura, A.E. (see E.V. Dzirkal).
Shurenkov, V.M. (see Ju.S. Davidovic & Ya.I. Elejko).
Shurenkov, V.M. (1977). A time substitution which preserves the semi-Markov property and regularity conditions. Theory Probab.Math. Stat., 14, 159–163.
Sibirskaya, T.K. (1982). On a certain approach to the determination of the characteristics of closed queueing networks in analytic form. Izvestija Akad.Nauk Mold.SSR, Ser.Fiz.-Tekh.Mat.Nauk, 55-59 (Russian).
Siedersieben, J. (1981). Dynamically optimized replacement with a Markovian renewal process. J.Appl.Probab., 18, 641–651.
Sigalotti, L. (1976). Particulari processi markoffiani d’arrivo che si arrestano in intervalli finiti di tempo e che presentano la scambiabilita degli incrementi. Rend.Ist.Mat.Univ.Trieste, 7, 173–181 (Italian).
Silvestrov, D.S. (see D. Banach & E.I, Kaplan).
Silvestrov, D.S. (1980). Mean hitting times of semi-Markov processes and queueing networks. Elektron.Informationsverarbeitung Kybernetik, 16, 399–415 (Russian).
Silvestrov, D.S. (1980). Exponential bounds in ergodic theorems for regenerative processes. Elektron.Informationsverarbeitung Kybernetik, 16, 461–463 (Russian).
Silvestrov, D.S. (1980). Synchronized regenerative processes and explicit estimates of the convergence rate in ergodic theorems. Dopov.Akad.nauk Ukr.RSR, Ser.A, 21-24 (Ukrainian).
Silvestrov, D.S. & G.T. Tursunov (1980). General limit theorems for sums of controlled random variables. II. Theory Probab.Math. Stat., 20, 131–141.
Simon, B. (see R.L. Disney).
Singh, C. (1980). Equivalent rate approach to semi-Markov processes. IEEE Trans.Reliab. R-29, 273–274.
Sinha, S.M. (see M. Agarwal & D.V.S. Kapil).
Sityuk, V.N. (see V.V. Anisimov).
Sityuk, V.N. (1981). On the limit behaviour of semi-Markov systems with inhomogeneous probabilities of failures. Dokl.Akad.Nauk Ukr.SSR, Ser.A, 24-27 (Russian).
Skakala, J. (see B. Rohal-Ilkiv).
Skitovitch, V.P. (1976). A system of mass maintenance with deleted and restored instruments. Control, reliability and navigation. No 3. Interuniv.Collect.Sci.Works, Saransk, 72-76 (Russian).
Sklyarevich, F.A. (1980). Allowance for structural variability of computer systems. Autom.Control Comput.Sci., 14, 52–56 (Russian).
Skorohod, A.V. (see I.I. Gikman & T.I. Nasirova).
Sladky, K. (1977). On the optimality conditions for semi-Markov decision processes. Trans.7th Prague Conf. Vol.A, 1974, 555–562.
Slutz, D.R. (see G.S. Shedler).
Smagin, V.A. (1975). Mean frequency of failures of a system with unreliable spare parts. Izvestija Akad.Nauk SSSR, Tehn.Kibernet., 118-120 (Russian).
Smirnov, S.N. (see G.P. Klimov).
Sniedovich, M. (1978). Dynamic programming and principles of optimality. J.Math.Analysis Appl., 65, 586–606.
Sobel, M.J. (1982). The variance of discounted Markov decision processes. J.Appl.Probab., 19, 794–802.
Soloviev, A.D. (see B.V. Gnedenko & A.A. Shakhbazov).
Sommer, C.J. (see S.W. Lagakos).
Sonderman, D. (1980). Comparing semi-Markov processes. Math.Oper. Res., 5, 110–119.
Sonnenschein, J. (see R. Consael).
Southard, J. (see G.S. Shedler).
Soyka, M.G. (see Ch.J. Mode).
Soyster, A.D. & D.I. Toof (1976). Some comparative and design aspects of fixed cycle production. Naval Res.Logist.Q., 23, 437–454.
Spaniol, O. (1979). Modelling of local computer networks. Proc.4th Int.Symp.Performance of comput Systems, Vienna, 503-516.
Spreen, D. (see A. Federgruen).
Spreen, D. (1981). Reducing the computational complexity of the multichain policy iteration algorithm in undiscounted Markov renewal programming. Methods Oper.Res., 44, 203–211.
Spreen, D. (1981). A further anticycling rule in multichain policy iteration for undiscounted Markov renewal programs. Z.Oper.Res., Ser.A 25, 225–233.
Srinivasan, S.K. (see D. Bhaskar).
Srinivasan, S.K. (1974). Stochastic point processes. Ch.Griffin & Co.
Srinivasan, S.K. & R. Subramanian (1980). Probabilistic analysis of redundant systems. Lecture Notes in Economics & Mathematical Systems, 175.
Srinivasan, S.K. & N. Venugopalacharyulu (1976). Analytic solution of a finite dam with bounded input. J.Math.Phys.Sci., Madras, 10, 141–164.
Srivastava, H.M. (see H.B. Kekre).
Stadje, W. (1980). Reducierte Semi-Markov Prozesse. Methods Oper. Res., 37, 467–476.
Staniewsky, P. & R. Weinfeld (1980). Optimization of denumerable semi-Markov decision processes. Syst.Sci., 6, 129–141.
Stefanski, L.A. (1982). An application of renewal theory to software reliability. Proc.27th Conf.Design of Experiments, Raleigh, 101-118.
Steinhardt, U. (see K. Neumann).
Stengos, D. & L.C. Thomas (1980). The blast furnaces problem. Eur. J.Oper.Res., 4, 330–336.
Stepanov, S.N. (1981). Probabilistic characteristics of an incomplete accessible multi-phase service system with several types of repeated call. Probl.Control Inf.Theory, 10, 387–401 (Russian).
Steudel, H.J. (see S.M. Pandit).
Stidham, S. jun (see Y.Jo Kyung, S.G. Johansen & J.van Nunen).
Stiff1er, J.J. (1978). The reliability of a fault-tolerant configuration having variable coverage. IEEE Trans.Comput.C-27, 1195-1197.
Stokalski, A. (1976). Optimization of the control schedule for Markov models of an operation system. Podstawy Sterowania, 6, 57–70 (Polish).
Stoyan, D. (see D. Koenig).
Stoyan, D. (1977). Qualitative Eigenschaften und Abschaetzungen stochastischer Modelle. R. Oldenbourg Verlag, Muenchen. Streller, A. (see P. Franken).
Subramanian, R. (see K.P. Kistner, N. Ravichandran & S.K. Srinivasan). Sugimoto, F. (see S. Osaki).
Sukhov, Yu.M. (see R.L. Dobrushin & M.Ya. Kelbert).
Sum, H. (see I.I. Ezov).
Szasz, D. (1974). A limit theorem for semi-Markov processes. J.Appl. Probab., 11, 521–528.
Tadzhiev, A. (see V.S. Korolyuk).
Tadzhiev, A. (1978). Asymptomatic expansion for the distribution of absorption time of a semi-Markov process. Ukr.Math.J., 30, 331–335.
Tadzhiev, A. (1978). Asymptomatic expansion for the distribution of absorption time of a semi-Markov process. The case of several ergodic subsets. Izvestija Akad.Nauk Turkm.SSR, Ser.Fiz.-teh. him.geol.Nauk., 12-18 (Russian).
Takacs, L. (1976). On seome recurrence equations in a Banach algebra Acta Sci.Math., 38, 399–416.
Takacs, L. (1977). On the ordered partial sums of real random variables. J.Appl.Probab., 14, 75–88.
Takacs, L. (1977). Combinatorial methods in the theory of stochastic processes, 2nd edition. R.E.Krieger Publ.Co., New York.
Takacs, L. (1978). On fluctuations of sums of random variables. Studies in Probab.Ergodic Theory, Adv.Math., Suppl.Stud.Vol., 2, 45–93.
Takahashi, H. & M. Woodroofe (1981). Asymptotic expansions in nonlinear renewal theory. Commun.Stat., Theory Methods A 10, 2113–2135.
Takami, I. (see T. Inagaki).
Takeda, M. (see S. Osaki).
Tamaki, M. (1979). Recognizing both the maximum and the second maximum of a sequence. J.Appl.Probab., 16, 803–812.
Tamaki, M. (1982). An optimal parking problem. J.Appl.Probab., 19, 803–814.
Tamarkin, M.B. (see V.D. Maishakov).
Tambouratzis, D.G. (1979). A generalization of the M/G/1 queue. Bull.Greek Math.Soc., 20, 106–120.
Tammela, Y. (1980). Optimal control of production processes with complex structure. A model with complete information. Izvestija Akad.Nauk Ehst.SSR, Fiz., Math., 29, 201–207 (Russian).
Tan, H.H. (1975). An algorithm to compute the resolvent of a stochastic matrix with application to Markov decision processes. IEEE Trans.Systems Ma; Cybernetics, SMC-5, 617-620.
Tanaka, K. (see H. Homma & S. Iwase).
Tanaka, K. & K. Wakuta (1976). On Markov games with the expected average reward criterion, II. Sci.Rep.Niigata Univ., Ser.A 13, 49–54.
Tanaka, K. & K. Wakuta (1976). On semi-Markov games. Sci.Rep.Niigata Univ., Ser.A 13, 55–64.
Tanaka, K. & K. Wakuta (1978). On continuous time Markov games with countable state space. J.Operations Res.Soc.Japan, 21, 17–28.
Taylor, H.M. (1975). Optimal replacement under additive damage and other failure models. Naval Res.Logist.Quart., 22, 1–18.
Tatsuno, K. (see T. Nishida).
Teghem, J. jun. (1979). Use of discrete transforms for the study of a GI/M/s queue with impatient customer phenomena. Z.Operat.Res., Ser.A 23, 95–106.
Ten Hoopen, M. (1977). Incidental distortions in a point processes. Biom.J., 19, 3–7.
Teplickij, M.G. (1977). Problem of the optimal control of a Markov chain with incomplete information. Izvestija Akad.Nauk.SSSR, tehn.Kibernet., 89-94 (Russian).
Tepleckij, M.G. (1978). On some problems concerning control of a finite Markov chain. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 96-100 (Russian).
Terekhov, A.I. (see A.K. Romanov).
Teugels, J.L. (1974). On Markov success chains. Proc.Belgo-Israeli Coll.Oper.Res., Louvain, 1972, 251–264.
Teugels, J.L. (1976). A bibliography on semi-Markov processes. J.Comput.Appl.Math., 2, 125–144.
Thomas, L.C. (see D. Stengos).
Thomas, L.C. (1981). Second order bounds for Markov decision processes. J.Math. Anal. Appl., 80, 294–297.
Thomas, L.C. (1982). The Wijngaard-Stidham bisection method and replacement models. IEEE Trans, Reliab. R-31, 482–484.
Thomas, L.C. & L. Yeh (1983). Adaptive control of M/M/1 queues — continuous-time Markov decision processes approach. J.Appl. Probab., 20, 368–379.
Thompson, M.E. (1981). Estimation of the parameters of a semi-Markov process from censored records. Adv.Appl.Probab., 13, 804–825.
Thorin, O. (1982). Probabilities of ruin. Scand.Actuarial J., 65-102.
Tien, T.M. (1977). Generalized piece-wise linear Markov processes for queueing and reliability theory. Math.Operationsforsch. Stat., Ser.Optimization, 8, 419–431.
Tihomirova, L.V. (see G.I. Prizva).
Tijms, H.C. (see A. Federgruen & A. Hordijk).
Tijs, S.H. (1980). Stochastic games with one big action space in each state. Methods Oper.Res., 38, 161–173.
Tikhonov, V.I. (see M.A. Mironov).
Timoshenko, A.R. (see V.D. Malshakov).
Toeroek, T. (see E. Gardos & T. Gergely).
Toeroek, T. (1979). Interleaved memory systems with Markovian. requests. Proc.4th Int.Symp.Performance Comp.Systems, Vienna, 421-428.
Tomko, J. (1981). A limit theorem for Markov renewal processes. Proc.1st Pannonian Symp.Math.Statistics, Bad Tatzmannsdorff. Lecture Notes Statist., 8, 277–283.
Tomko, J. (1981). Semi-Markov analysis of an (E//K)/G/1 queue with finite waiting room. Colloq.Math.Soc.Janos Bolyai, 24, 381–389.
Tomusyak, A.A. (see V.S. Korolyuk).
Toof, D.I. (see A.D. Soyster).
Tormey, D.C. (see J. Crowley).
Towsley, D. (1980). Queueing network models with state-dependent routing. J.Assoc.Comput.Mach., 27, 323–337.
Treier, V.N. (1974). Kinetic foundations for the theory of life-length and reliability of machines equipment. Doklady Akad. Nauk BSSR 18, 333–336 (Russian).
Trueman, R.E. (1977). An introduction to quantitative methods for decision making, 2nd edition. Holt, Rinehart and Winston, New York.
Tsaregradskij, I.P. (1982). On a queueing system with an infinite number of locally interacting devices. Teor.Veroyatn.Primen., 27, 583–587.
Tsur, S. (1978). Analysis of queueing networks in which processes exhibit locality-transition behaviour. Inform.Processing Letters, 7, 20–23.
Turbin, A.F. (see S.M. Brodi, V.S. Korolyuk, V.N. Kuznetsov, B.G. Levinskij & L.I. Politsjuk).
Tursunov, G.T. (see D.S. Silvestrov).
Tweedie, R.L. (see E. Arjas).
Unkelbach, H.D. (1979). Convergence to equilibrium in a traffic model with restricted passing. J.Appl.Probab., 16, 881–889.
Usha, K. (see R. Ramanarayanan).
Usha, K. (1979). Reliability and availability of 2-unit warm-standby system with random transition rates. IEEE Trans.Reliab. R-28, 333.
Ushakov, I.A. (see I.V. Pavlov).
Ushakov, I.A. (1980). An approximate method of calculating complex systems with renewal. Eng.Cybern., 18, 76–83.
Varaiya, P. & J. Walrand (1980). Interconnections of Markov chains and quasi-reversible queueing networks. Stochastic Processes Appl., 10, 209–219.
Varaiya, P. & J. Walrand (1080). Sojourn times and the overtaking condition in Jacksonian networks. Adv.Appl.Probability, 12, 1000–1018.
Venkatakrishnan, K.S. (see K.P. Kistner).
Venugopalacharyulu, N. (see S.K. Srinivasan).
Verma, P.K. (see A. Chatterjee).
Venues, D. (1981). Optimal stochastic control under reliability constraints. Lect.Notes Contr.Inf.Sci., 36, 227–234.
Vickson, R.G. (1980). Generalized value bounds and column reduction in finite Markov decision problems. Oper.Res., 28, 387–394.
Vinogradskaya, T.M. (see B.A. Geninson).
Vjazemskii, V.O. (1977). On the transformation of recurrent random flows of signals in the path of an information-measuring system. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 142-152 (Russian).
Vjugin, O.V. (1977). Asymptotic moments for branching processes close to critical ones. Theory Probab.Appl., 21, 825–833.
Vojna, A.A. (see V.V. Anisimov).
Vojna, A.A. (1980). Occupation time of a fixed set of states and consolidation of stochastic processes with arbitrary phase space. Theory Probab.Math.Stat., 20, 35–44.
Vojna, A.A. (1983). Asymptotic analysis of systems with a continuous component. Cybernetics, 18, 516–524.
Vosvrda, M. (see C. Cvetanov).
Vranceanu, G. (1978). Models for non-euclidean hyperbolic geometry. Studii Cerc.Mat., 30, 477–478 (Roumanian).
Vrieze, O.J. (see A. Hordijk).
Wagner, H.M. (1973). Principles of operations research. With applications to managerial decisions. Moskva Verlag Mir (Russian). Wakuta, K. (see S. Iwase & K. Tanaka).
Wakuta, K. (1981). Semi-Markov decision processes with incomplete state observation. J.Oper.Res.Soc.Japan, 24, 95–109.
Wakuta, K. (1982). Semi-Markov decision processes with incomplete state observation. Discounted cost criterion. J.Oper.Res.Soc. Japan, 25, 351–362.
Waldmann, K.-H. (1982). On two-state quality control under Markovian deterioration. Metrika, 29, 249–260.
Walrand, J. (see P. Varaiya).
Walrand, J. (1982). On the equivalence of flows in networks of queues. J.Appl.Probab., 19, 195–203.
Walrand, J. (1982). Poisson flows in single class open networks of quasireversible queues. Stochastic Processes Appl., 13, 293–303.
Walrand, J. (1983). A discrete-time queueing network. J.Appl.Probab., 20, 903–909.
Wanrooij, G.L. (see A. Hordijk).
Watanabe, Y. (see S. Nakajima).
Weeda, P.J. (1974). On the relationship between the cutting operation of generalized Markov programming and optimal stopping. Amsterdam Mathematisch Centrum, BW 39, 15 p.
Weeda, P.J. (1974). Some computational experiments with a special generalized Markov programming model. Amsterdam Mathematisch Centrum, BW 37, 25 p.
Weeda, P.J. (1976). Sensitive time and discount optimality in Markov renewal decision problems with instantaneous actions, Amsterdam Mathematisch Centrum, BW 59, 20 p.
Weeda, P.J. (1979). Finite generalized Markov programming. Amsterdam Mathematical Centre Tracts, 92.
Weiner, D. (see P. Purdue).
Weinfeld, R. (see P. Staniewski).
Weiss, E.N. (see M.A. Cohen).
Weiss, G. (see I. Meilijson).
Welch, P.D. (see S.S. Lavenberg).
Wessels, J. (see J.van Nunen).
White, C.C. III (see K.W. Kim).
White, C.C. III (1976). Procedures for the solution of a finite-horizon, partially observed, semi-Markov optimization problem. Operations Res., 24, 348–358.
White, C.C. III (1975). Cost equality and inequality results for a partially observed stochastic optimization problem. IEEE Trans. Systems Man Cybernetics SMC-5, 576-582.
White, D.J. (1978). Finite dynamic programming. An approach to finite Markov decision processes. John Wiley & Sons.
White, D.J. (1981). Isotone optimal policies for structured Markov decision processes. Eur.J.Oper.Res., 7, 396–402.
Whitt, W. (1980). Continuity of generalized semi-Markov processes. Math.Oper.Res., 5, 494–501.
Whitt, W. (1981). Comparing counting processes and queues. Adv.Appl. Probab. 13, 207–220.
Whitt, W. (1982). Approximating a point process by a renewal process. I: Two basic methods. Oper.Res., 30, 125–147.
Whittaker, C. (see R.M. Feldman).
Wickwire, K.H. (1979). The Poisson disorder problem for large intensities. Int.J.Syst.Sci., 10, 1353–1358.
Wijngaard, J. (1982). On the calculation of the total expected cost in skip-free Markov chains: the matrix case. Operations Research, Proc.lOth Annual Meet., Goettingen, 449-453.
Wilcox, P. (see E. Ritchie).
Wilkins, C.W. (1980). First passage times of semi-Markov processes. Southeast Asian Bull.Math., 4, 94–100.
Winston, W. (see S.D. Deshmukh).
Witsenhausen, H.S. (1975). On policy independence of conditional expectations. Inform, and Control, 28, 65–75.
Wlodarczyk, M. (see I. Kozniewska).
Wolff, M.-R. (1980). Dynamische Instandhaltungsplanung fuer einfache Produktionssysteme. Proc.Jahrestag Oper.Res., DGOR, Regensburg, 412-418.
Wolfson, D.B. (1976). A Lindeberg-type theorem. Stochastic Processes Appl., 4, 203–213.
Wolfson, D.B. (1977). Limit theorems for sums of a sequence of random variables defined on a Markov chain. J.Appl.Probab., 14, 614–640.
Woodroofe, M. (see H. Takahashi).
Woolford, S.W. (see P.S. Puri).
Wu, R. (1981). Distribution of a class of remainder times. Acta Math. Sin., 24, 494-503 (Chinese).
Wu, S.C. (1982). A semi-Markov model for survival data with covariates. Math.Biosci., 60, 197–206.
Wu, S.M. (see S.M. Pandit).
Yao, J.S. (see S. Liu Mu).
Yasuda, M. (1978). Semi-Markov decision processes with countable state space and compact action space. Bull.Math.Statist., 18, 35–54.
Yasui, K. (see M. Motoori).
Yechiali, U. (see H. Mendelson).
Yeh, M. (see L.C. Thomas).
Young, D. (see B.J. Largay).
Yurenkov, K.E. (1976). A stochastic exchange model for a two-level-memory. Verojatn.Metody Kibern., 91-102 (Russian).
Yushkevich, A.A. (1973). On a class of strategies in general Markov decision models. Theory Probab.Appl., 18, 777–779.
Yushkevich, A.A. (1981). On controlled semi-Markov processes with average reward criterion. Lect.Notes Control Inf.Sci., 36, 235–238.
Yushkevich, A.A. (1982). On the semi-Markov controlled models with the average reward criterion. Theory Probab.Appl., 26, 796–803.
Zaagman, W.H. (see G. Gestri).
Zaharin, O.M. (see I.I. Ezov).
Zaharin, O.M. (1979). An ergodic theorem for singly complex randomized semi-Markov processes. Ukr.Math.J., 30, 610–611.
Zaharin, O.M. (1979). Complex randomized semi-Markov processes. Cybernetics, 14, 903–907.
Zaharin, O.M. (1980). Some Markov models of systems with partial aftereffect. Cybernetics, 16, 175–188.
Zak, Yu.A (see N.L. Kiryan).
Zakusilo, O.K. (1977). On the convergence of sums of a random number of random variables defined on an ergodic process. Theory Probab.Math.Stat., 9, 95-103. Zaslavskij, A.E. (1979). A multidimensional Markov renewal theorem and an infinite system of particles of countably many types. Theory Probab.Math.Stat., 18, 47–58.
Zasushin, V.S. (1978). Adaptive control of semi-Markov processes. Izvestija Akad.Nauk SSSR, tehn.Kibernet., 207-213 (Russian).
Zbyrko, M.D. (see V.N. Kuznetsov).
Zelen, M. (see S.W. Lagakos).
Zhutovskij, V.G. (see G.A. Chernomorov).
Zhilin, V.A. (see V.V. Kalashnikov).
Zirilli, F. (see F. Aluffi).
Zlatorunskii, N.K. (1974). Interaction of stochastic systems with finite state space. Kibernetika, Kiev, 35-39 (Russian).
Zieu, B.K. (1978). A scheme of improvement of a strategy by parts for semi-Markovian decision process. Vestnik Leningrad.Univ., 19, Mat.Men.Astron., 137-138 (Russian).
Zijlstra, M. (1981). Renewal replacement policies for one unit systems. Eur.J.Oper.Res., 8, 289–293.
Zoelzer, G.A. (1976). Anwendung linearer Programmierung bei Markov-Modellen fuer Personalstruktur-Probleme. Proc.Annual Meet.Oper. Res., DGOR, 70-76.
Zuckerman, D. (1978). Optimal stopping in a semi-Markov shock model. J.Appl.Probab., 15, 629–634.
Zuckerman, D. (1978). Optimal replacement policy for the case where the damage process is a one-sided Levy process. Stochastic Processes Appl., 7, 141–151.
Zuckerman, D. (1980). Optimal stopping in terminating one-sided processes with unbounded reward functions. Z.Oper.Res., Ser.A, 24, 145–153.
Concluding remark: this bibliography complements a first part which appeared in 1976 in J.Comp.Appl.Math., 2, 125-144. The number of papers covered here is close to a thousand from more than 800 authors. There is no claim whatever on completeness. The reader’s attention is drawn on translations made of journals published in Russian.
Author information
Authors and Affiliations
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 1986 Springer Science+Business Media New York
About this chapter
Cite this chapter
Teugels, J.L. (1986). A Second bibliography on semi-Markov processes. In: Janssen, J. (eds) Semi-Markov Models. Springer, Boston, MA. https://doi.org/10.1007/978-1-4899-0574-1_31
Download citation
DOI: https://doi.org/10.1007/978-1-4899-0574-1_31
Publisher Name: Springer, Boston, MA
Print ISBN: 978-1-4899-0576-5
Online ISBN: 978-1-4899-0574-1
eBook Packages: Springer Book Archive