Abstract
Consideration was given to scheduling by the criterion for uniform use of resources. It was assumed that each job is executed by a unit resource. Two types of inter-job dependences were studied: “finish–finish” (one job cannot be completed until the other is completed) and “finish–start” (one job cannot be started until the other is not completed). To solve the problem, a geometrical method reducing solution to determining the shortest trajectory in a domain constructed from the network graph was proposed.
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REFERENCES
Burkov, V.N., Kvon, O.F., and Tsitovich, L.A., Models and Methods of Multiproject Management, Preprint of the Trapeznikov Institute of Control Sciences, Moscow, 1997.
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Burkova, I.V., Kolpachev, V.N. & Potapenko, A.M. Geometrical Method of Scheduling in Project Management. Automation and Remote Control 65, 1991–1997 (2004). https://doi.org/10.1023/B:AURC.0000049883.67838.05
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DOI: https://doi.org/10.1023/B:AURC.0000049883.67838.05