"Babes-Bolyai" University of Cluj-Napoca
Faculty of Mathematics and Computer Science

Multiobjective optimization
Code
Semes-
ter
Hours: C+S+L
Credits
Type
Section
MO042
7
2+1+0
5
optional
Matematica Economica
MO042
7
2+1+0
5
optional
Matematici Aplicate
Teaching Staff in Charge
Prof. DUCA Dorel, Ph.D., dduca@math.ubbcluj.ro
Aims
Presentation of the main notions and results about vector optimization problems.
References
1. BACIU A., PASCU A., PUSCAS E.: Aplicatii ale cercetarii operationale, Editura Militara, Bucuresti, 1988.
2. Duca D.I., Duca E. and Lupsa L.: An algorithm for Multicriteria Transportation Problems, Revue d'analyse numerique et de theorie de l'approximation, 28(1999)2, 175-184
3. Duca D.I.: Optimizare in spatiul complex, Editura GIL, Zalau, 2002
4. Duca D.I.: Vectorial Optimization in Complex Space, in pregatire pentru publicare
5. GALPERIN G. A.: Nonscalarized Multiobjective Global Optimization. J.O.T.A., 75, 1, 69-85 (1972).
6. Lupsa L., Duca D.I. si Duca E.: Equivalence Classes in the Set of Efficient Solutions, Revue d'analyse numerique et de theorie de l'approximation, 25(1996),1-2, 127-136
7. LUPSA L., DUCA E., DUCA D. : On the structure of the set of points dominated and nondominated in an optimization problem. Rev. d'Anal. num. et la theorie de l'approximation, 22(1993)2, 193-199
8. SAWARAGI Y., NAKAYAMA H., TANINO T.: Theory of Multiobjective Optimization. San Diego - New York - London - Toronto - Montreal - Tokyo, Academic Press, 1985.
9. STADLER W.: A survey of multicriteria optimization on the vector maximum problem. Part: 1776-1960. J. Optim. Theory Appl., 29, 1-52 (1976).
10. STANCU-MINASIAN M.: Programare stochastica cu mai multe functii obiectiv, Editura Academiei R.S.R., Bucuresti, 1980.
Assessment
Colloquy.