Continuous-Logical Methods in Mathematical Economics

• Authors: Vitaly I. Levin
• Languages of publication: EN

Abstracts

EN

An application of continuous logic for the mathematical description of economical systems is given. Parallel, sequential, parallel-sequential and sequentialparallel systems are calculated using continuous logic (CL) methods.

Keywords

EN

continuous logic; logical determinant; mathematical economics

• Publisher: Sciendo
• Journal: Studia Humana
• Year: 2016
• Volume: 5
• Issue: 1
• Pages: 31-39

Dates

published

2016-03-01

online

2016-09-17

Contributors

author

Vitaly I. Levin

• Mathematics Department, Penza State Technological University, Russia

References

• 1. Pervozvansky, A.A. Mathematical Models in Production Management. Nauka: Moscow, 1975 [in Russian].
• 2. Granberg, A.G. Simulation of Socialist Economy. Economics: Moscow, 1988 [in Russian].
• 3. Wagner, H.M. Principles of Operations Research. Prentice-Hall: Englewood Cliffs, New Jersey, 1969.
• 4. Kaufmann, A. Introduction a la combinatorique en vue des application. Dunod, Paris, 1968.
• 5. Kaufmann, A. and Henry-Laborder A. Methodes et modeles de la recherche operationelle. Tome 3. Dunod, Paris, 1974.
• 6. Bulanov, A.F. Logical Models of Solution of the Extremal Tasks. Dissertation. Riga, 1988 [in Russian].
• 7. Lysak, S.A. Logical Methods and Algorithms of Optimal Ordering of Jobs. Dissertation. Leningrad, 1989 [in Russian].
• 8. Miretzky, I.Y. Construction of the Optimal Schedules of Execution of Jobs for Technical Systems. Dissertation. Moscow, 1993 [in Russian].
• 9. Levin, V.I. Structural-Logical Methods of Research of Complex Systems. Nauka, Moscow, 1987 [in Russian].

Identifiers

DOI

10.1515/sh-2016-0003