ミラン・ブラッハ

ミラン・ブラッハ（Milan Vlach）は、チェコ共和国出身の京都情報大学院大学の教授。カレル大学物理学部教授も務める。専門は数学および計算機数学で、「システム理論特論」「ネットワーク最適化論」などを教える。 （旧：チェコスロバキア）カレル大学卒、（旧：ソ連）ロモノソフ大学卒 カレル大学大学院博士課程修了、Doctor of Natural Science、同大学院博士課程修了（数学専攻）、Ph.D.、Doctor of Science（チェコスロバキア科学アカデミー） 元北陸先端科学技術大学院大学教授 Fuzzy mathematical programming: a unified approach based on fuzzy relations. Fuzzy Optimization and Decision Making, 1 (2002), 335-346. Coauthor: J. Ramik. doi:10.1023/A:1020978428453 Scheduling of parallel identical machine to maximize the weighted number of just-in-time jobs. Computers and Operations Research, 29 (2002), 841-848. Coauthors: K. Hiraishi and E. Levner. NAID 30007313555 Pareto-optimality of compromise decisions. Fuzzy sets and Systems, 129 (2002), 119--127.Coauthor: Jaroslav Ramik. doi:10.1016/S0165-0114(01)00082-3 Generalized Concavity in Fuzzy Optimization and Decision Analysis.Kluwer Academic Publishers, 2002, 296 pages. Coauthor: J. Ramik. NCID BA54208632, ISBN 0792374959 Concepts of generalized concavity based on triangular norms.Journal of Statistics & Management Systems, 5 (2002), 87-106. Coauthor: J. Ramik. doi:10.1080/09720510.2002.10701052 Makespan minimization in projects with threshold activities. Asia-Pacific Journal of Operational Research, 19, (2002), 195-204. Coauthors: E. Levner and Shao Chin Sung. Nonpreemtive flowshop scheduling with machine dominance. European Journal of Operational Research, 139, (2002), 245-261.Coauthors: O. Cepek and M. Okada. NAID 110000570803 Satisficing solutions and duality in interval and fuzzy linear programming.Fuzzy Sets and Systems, 135, (2002), 151-177.Coauthors: M. Inuiguchi, J. Ramik and T. Tanino. doi:10.1016/S0165-0114(02)00253-1 Successive approximation method for nonlinear optimal control problems with application to a container crane problem.J. Optimal Control Applications and Methods, 23, (2002), 275-288.Coauthor: Hussein Jaddu.doi:10.1002/oca.713 Alternative model of fuzzy NTU coalitional game. Kybernetika, 39, (2003), 265-274. Coauthor: Milan Mares. Single machine scheduling to minimize the number of late jobs under uncertainty.Fuzzy Sets and Systems, 139, (2003), 421-430.Coauthor: Shao Chin Sung. doi:10.1016/S0165-0114(02)00505-5 Competitive envy-free division. Social Choice and Welfare, 23 (2004), 103-111.Coauthor: Shao Chin Sung. NAID 110000570600 Aggregation of generalized quasiconcave functions in optimization. Central European Journal of Operations Research, 12 (2004), 35-45.Coauthor: J. Ramik. Fuzzy classes of cooperative games with transferable utility. Scientiae Mathematicae Japonicae, 60 (2004), 269-278.Coauthor: M. Mares. NAID 10014189274 Fuzzy approximations to an infeasible generalized linear complementarity problem. Fuzzy Sets and Systems, 146(2), (2004), 221-232.Coauthors: P. Gupta and D. Bhatia. doi:10.1016/S0165-0114(03)00309-9 A non-controversial definition of fuzzy sets.In “Lecture Notes in Computer Science”, Vol. 3135, 201-207; Editors: Peters, J.F.; Skowron, A.; Dubois, D.;Grzymala-Busse, J.; Inuiguchi, M.; Polkowski, L.; Springer, 2005 Coauthor: Jaroslav Ramik. doi:10.1007/978-3-540-27778-1_11 Fair division procedures. Systems, Control and Information, 49 (2005), 96-101. NCID AN10062329 Weak and strong machine dominance in a nonpreemptive flowshop. Scientiae Mathematicae Japonicae, 61 (2005), 319-333; e2004, 361--375. Coauthors: P. Cap and O. Cepek. NAID 10015447851 Maximizing weighted number of just-in-time jobs on unrelated parallel machines. Journal of Scheduling, 8 (2005), 453-460. Coauthor: Shao Chin Sung. doi:10.1007/s10951-005-2863-7 Fuzzy Coalitional Structures. Mathware & Soft Computig, XIII (2006), 59-70. Coauthor: M. Mares., hdl:2099/3656 ^ https://www.kcg.edu/faculty/professor/m-vlach ^ a b https://www.ktiml.mff.cuni.cz/KTIML-70.html ^ MILAN Vlach 研究者番号 40291372 KAKEN ^ https://www.researchgate.net/publication/266236962_Aggregation_of_generalized_quasiconcave_functions_in_optimization 京都情報大学院大学の人物 ミラン・ブラッハ | 京都情報大学院大学 表示 編集