Michael M. Kostreva
Affiliations: | Clemson University, Clemson, SC, United States |
Area:
Operations Research, MathematicsGoogle:
"Michael Kostreva"Children
Sign in to add traineeArtur Gorka | grad student | 2003 | Clemson University |
Dariusz Wlodarczyk | grad student | 2005 | Clemson University |
Hariharan Kandasamy | grad student | 2008 | Clemson University |
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Publications
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Ebiefung A, Kostreva MM, Majumdar I. (2008) Disjunctive programming and the generalized Leontief input–output model Applied Mathematics and Computation. 198: 551-558 |
Abalo KY, Kostreva MM. (2006) Intersection theorems and their applications to Berge equilibria Applied Mathematics and Computation. 182: 1840-1848 |
Abalo K, Kostreva M. (2005) Berge equilibrium: some recent results from fixed-point theorems Applied Mathematics and Computation. 169: 624-638 |
Viktorova IV, Kostreva MM. (2004) The application of mathematical methods to some problems of technological microbiology Applied Mathematics and Computation. 150: 321-336 |
Kostreva MM, Yang XQ. (2004) Unified approaches for solvable and unsolvable linear complementarity problems European Journal of Operational Research. 158: 409-417 |
Kostreva MM, Ogryczak W, Wierzbicki A. (2004) Equitable aggregations and multiple criteria analysis European Journal of Operational Research. 158: 362-377 |
Ebiefung A, Kostreva MM. (2003) Production Equilibrium Point in Multi-Unit Manufacturing Systems and The Vertical Linear Complementarity Problem Annals of Operations Research. 124: 183-192 |
Getachew T, Kostreva MM. (2002) A Dimension-Reduction Algorithm for Multi-Stage Decision Problems with Returns in a Partially Ordered Set Rairo-Operations Research. 36: 175-190 |
Abalo KY, Kostreva MM. (2002) Existence Theory For Games Of Pricing And Technology Anziam Journal. 43: 575-585 |
Gorka A, Kostreva M. (2002) Probabilistic version of the method of feasible directions Applied Mathematics and Computation. 130: 253-264 |