Mathematics programmers - Nakonechny S.I.

RECOMMENDED LITERATURE

1. L. Abramov, VF Kapustin. Mathematical programming. L., Publishing house Leningrad. University, 1976. - 184 p.
2. Akulich IL Mathematical programming in examples and problems. - M .: Higher education. Shk., 1985.
3. AS Ashmanov, Linear programming. - Moscow: Nauka, 1981.
4. Belman R. Dynamic programming. - Moscow: Publishing House of Foreign Literature, 1960.
5. Belman R., Dreyfus S. Applied problems of dynamic programming. - Moscow: Nauka, 1965.
6. Wagner G. Fundamentals of Operations Research. - T. 1-3. - Moscow: Mir, 1972.
7. Venttsel 'ES Investigation of operations. M .: "Sov. Radio ", 1972. - 552 p.
8. E. Ventzel. Elements of dynamic programming. - Moscow: Nauka, 1964.
9. Gol'shtein EG, Yudin DB New directions in linear programming. - Moscow: Soviet Radio, 1966.
10. Golshtein EG, Yudin DB Problems of linear programming of transport type. - Moscow: Nauka, 1969.
11. Danzig J. Linear programming, its generalization and applications. - Moscow: Progress, 1966.
12. Zaichenko Yu.P. Дослідження операцій: Pіdruchnik. - 4-th view., Perfume. І допов. - K., 2000. - 688 p.
13. Zangvill W. Nonlinear programming. One approach. Moscow: Sov.radio, 1973. - 312 p.
14. Yermol'ev Yu. M., Yastremskii AI Stochastic models and methods in economic planning. Moscow: Nauka, 1979. - 249 p.
15. Yermol'ev, Yu.M., Methods of stochastic programming. - Moscow: Science, 1976.
16. IL Kalikhman, Collection of problems on mathematical programming. - Moscow: Higher School., 1975.
17. Kalikhman IL, Voitenko MA Dynamic programming in examples and problems. - M .: Higher education. Shk., 1973.
18. Kremer N. Sh., Putko BA, Trishin IM, Fridman MN ; Ed. Prof. N. Sh. Kremer. Research operations in the economy: Textbook. A manual for universities. - Moscow: UNITY, 2002. - 407 p.
19. Kuznetsov Yu. N., Kuzubov VI, Voloshchenko AB Mathematical programming. - M .: Higher education. School, 1980. - 300 p.
20. Kuntsi GP, Krelle V. Nonlinear Programming. - Moscow: "Soviet Radio", 1965. - 299 p.
21. Mikhalevich VS, Gupal AM, Norkin VM Methods of convex optimization. - Moscow: Nauka, 1987.
22. Murtaf B. Modern linear programming. Theory and practice. - Moscow: Mir, 1984.
23. Nakonechnii S.I., Gvozdetska LV. Zbirnik tasks in the course "Mathematics programmers." Part 1.: Nav. Posіbnik. - К .: ІСОД, 1996. - 128 with.
24. Terminal C. I., Andriychuk VG Mathematical modeling of economic processes of agricultural production. Textbook. Allowance. - Kiev: KINH, 1982. - 106 p.
25. Neumann J., Morgenstern O. Game theory and economic behavior. - Moscow: Nauka, 1970.
26. Romanyuk TP, Tereshchenko TO, Prisenko GV, Gorodkov I. M. Mathematics programm: Nav. Посіб. - K .: ISMN, 1996. - 312 p.
27. Sergienko IV Mathematical models and methods for solving discrete optimization problems. K .: Science. Dumka., 1985. - 384 p.
28. Stepanyuk V. V. Methods of mathematical programming. K .: Vishcha school, 1997. - 272 p.
29. Taha H. Introduction to Operations Research. - Moscow: Mir, 1985. - T. 1, 2.
30. Headley J. Nonlinear and dynamic programming. - Moscow: The World, 1967.
31. Yastremsky AI Stochastic models of mathematical economics. - К .: 1983.
32. AI Yastremskii, On duality relations under optimality conditions in linear problems of stochastic programming, Cybernetics. - 1987. - №1. - P. 102-107.

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