Abstract
Austrian capital theory provides a framework that is quite different from contemporary methods. In the Austrian view, time and timing are the crucial aspects of production and intertemporal allocation of resources (see FABER [1979]). This paper was motivated to clarify the questions: (1) How does the neo-Austrian theory contribute to the economic modelling of the open-endedness of the future? (2) What are the differences between the neo-Austrian and the neoclassical approach, if the future is indefinite? In Section 2 we argue, why an infinite horizon should be used for economic analyses. In Section 3 we describe the concept of efficiency prices in the finite horizon case. In Section 4 we discuss how to idealize this concept, if the horizon is indefinite. In Section 5 we give answers to the two questions above. By this way we provid an overview over the neo-Austrian annroach to the open-endedness of the future and its relationship to neoclassical concepts.
The author is deeply indebted to M.FABER and F.-J.WODOPIA for helful suggestions, comments and stimulating discussions. Thanks also go to F.BREYER and G.WAGENHALS.
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References
Arrow, K. [1983], “The Future and Present in Economic Life,” in: Collected papers (Arrow eds.), Blackwell’s, Oxford.
Benveniste, L.M. [1976], “Two Notes on the Malinvaud Condition for Efficiency of Infinite Horizon Plans,” Journal of Economic Theory, 12, 338–346.
Bernholz, P., M. Faber and W. Reiss [1978], “A Neo-Austrian Two Period Multi-Sector Model of Capital,” Journal of Economic Theory, 17, 38–50 (Chapter 5 of this volume).
Böhm-Bawerk, E.v. [1921], Die positive Theorie des Kapitals, 4. Auflage, Gustav Fischer, Jena.
Cass, D. and M. Yaari [1971], “Present Values Playing the Role of Efficiency Prices in a One-Good Growth Model,” Review of Economic Studies, 38, 331–339.
Clark, S.A. [1979], “Pareto Optimality in the Pure Distribution Economy with an Infinite Number of Commodities,” Journal of Economic Theory, 21, 336–347.
Debreu, G. [1954], Theory of Value, Cowles Foundation Monograph, 17, New Haven and London.
Faber, M. [1979], Introduction to Modern Austrian Capital Theory, Lecture Notes in Economics and Mathematical Systems, 167, Springer-Verlag, Berlin, Heidelberg, New York.
Faber, M. [1980], “Relationships Between Modern Austrian and Sraffa’s Capital Theory,” Zeitschrift für die gesamte Staatswissenschaft, 136, 617–629 (Chapter 2 of this volume).
Faber, M. [1981], “Modern Austrian Capital Theory and Orosel’s Standard Neoclassical Analysis: A Reply,” Zeitschrift für Nationalökonomie, 41, 157–176.
Faber, M. and G. Stephan [1981], A Neo-Austrian Characterization of Proportional Malinvaud Prices, Heidelberger Diskussionsschrift, No.73.
Faber, M., H. Niemes and G. Stephan [1983], Entropie, Umweltschutz und Rohstoffverbrauch. Eine naturwissenschaftlich ökonomische Untersuchung, Lecture Notes in Economics and Mathematical Systems, 214, Springer-Verlag, Berlin, Heidelberg, New York, Tokyo.
Jaksch, H.J. [1975], “Die Mehrergiebigkeit längerer Produktionsumwege in einem linearen Vielsektorenmodell,” Zeitschrift für die gesamte Staatswissenschaft, 131, 92–105.
Kelley, J. and I. Namoika [1968], Linear Topological Spaces, Van Nostrand, Princeton.
Kurz, M. [1969], “Tightness and Substitution in the Theory of Capital,” Journal of Economic Theory, 1, 244–272.
Kurz, M. and M. Majumdar [1972], “Efficiency Prices in Infinite Dimensional Spaces,” Review of Economic Studies, 39, 147–158.
Kurz, M. and D. Starrett [1970], “On the Efficiency of Competitive Programs in an Infinite Horizon Model/” Review of Economic Studies, 37, 571–583.
Magill, M.J.P. [1981], “Infinite Horizon Plans,” Econometrica, 49, 679–711.
Majumdar, M. and T. Mitra [1982], “Intertemporal Allocation with a Non-convex Technology,” Journal of Economic Theory, 27, 101–136.
Majumdar, M., McFadden and T. Mitra [1980], “Pareto-Optimality and Competitive Equilibrium in Infinite Horizon Economics,” Journal of Mathematical Economics, 7, 1–26.
Malinvaud, E. [1953], “Capital Accumulation and Efficient Allocation of Resources,” Econometrica, 21, 233–268.
Malinvaud, E. [1962], “Efficient Capital Accumulation: A Corrigendum,” Econometrica, 90, 570–573.
Malinvaud, E. [1967], “Decentralized Procedures for Planning,” in: Activity Analysis in the Theory of Growth, A. Bacherach, eds., McMillan, 170–209.
Manne, A.S. [1970], “Sufficient Conditions for Optimality in an Infinite Horizon Plan,” Econometrica, 38, 18–38.
Manne, A.S. [1974], “On the Efficiency Price of Capital in a Dual Economy,” Quarterly Journal of Economics, 88, 574–595.
Mc. Fadden, D. [1967]. “The Evaluation of Development Programs,” Review of Economic Studies, 34, 25–50.
Mitra, T. [1981], “Efficiency, Weak Value Maximality and Weak Value Optimality,” Review of Economic Studies, 48, 643–647.
Peleg, B. and M. Yaari [1970], “Efficiency Prices in an Infinite-Dimensional Space,” Journal of Economic Theory, 2, 41–85.
Radner, R. [1967], “Efficiency Prices for Infinite Horizon Programs,” Review of Economic Studies, 34, 51–66.
Reiss, W. and M. Faber [1982], “Own Rates of Interest in a General Multi-sector Model of Capital,” in: Games, Economic, Dynamics, and Time Series Analysis, M. Deistler, E. Fürst and G. Schwödiauer (eds.), Physica-Verlag Wien, Würzburg, 194–209 (Chapter 6 of this volume).
Stephan, G. [1983], “Roundaboutness, Nontightness and Malinvaud Prices in Multisector Models with Infinite Horizon,” Zeitschrift für die gesamte Staatswissenschaft, 139, 660–677 (Chapter 9 of this volume).
Stephan, G. [1983a], “Impatience, Optimal Programs and Competitive Prices,” Heidelberger Diskussionsschrift, No.79.
Stephan, G. [1985], “Competitive Finite Value Prices: A Complete Characterization,” Zeitschrift für Nationalökonomie, 45, 35–45 (Chapter 10 of this volume).
Welch, R. [1979], “The Representation of Shadow Values in Resource Allocation Teams,” Journal of Economic Theory, 20, 23–40.
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Stephan, G. (1986). A Neo-Austrian Approach to the Open-Endedness of the Future: An Overview. In: Faber, M. (eds) Studies in Austrian Capital Theory, Investment and Time. Lecture Notes in Economics and Mathematical Systems, vol 277. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-51701-3_8
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DOI: https://doi.org/10.1007/978-3-642-51701-3_8
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