Some Duality Properties of Combinatorial Optimization Games(Optimization Theory in Descrete and Continuous Mathematical Sciences)
スポンサーリンク
概要
著者
-
茨木 俊秀
Department of Applied Mathematics and Physics, Graduate School of Engineering, Kyoto University
-
永持 仁
Department Of Applied Mathematics And Physics Graduate School Of Informatics Kyoto University
-
Deng Xiaotie
Dept. Of Computer Science City University Of Hong Kong
関連論文
- Tabu Search Approach to CSP (Constraint Satisfaction Problem) as a General Problem Solver(Continuous and Discrete Mathematical Optimization)
- Single Vehicle Scheduling Problem for Processing a Maximum Benefit Subset of Jobs on a Line(New Trends in Theory of Computation and Algorithm)
- Offer Analysis for the Arbitration Procedure FDOA(MATHEMATICAL OPTIMIZATION AND ITS APPLICATIONS)
- Intrinsic Gap and Final-Double-Offer Arbitration
- A Faster Algorithm for the Minimum Capacity Cut Problem of Undirected Networks
- Optimization-Based Iterative Methods for Solving Nonlinear Complementarity Problems(Nonlinear Analysis and Mathematical Economics)
- Some Duality Properties of Combinatorial Optimization Games(Optimization Theory in Descrete and Continuous Mathematical Sciences)
- Optimization Games on Graphs(Continuous and Discrete Mathematical Optimization)
- 正論理関数の最大潜伏度の同定(計算量理論)