M-Convex Function on Generalized Polymatroid(Continuous and Discrete Mathematical Optimization)
スポンサーリンク
概要
著者
-
塩浦 昭義
上智大学理工学部
-
室田 一雄
Research Institute for Mathematical Sciences, Kyoto University
-
塩浦 昭義
Department of Mathematical and Computing Sciences, Tokyo Institute of Technology
-
室田 一雄
東京大学情報理工学系研究科数理情報学専攻工学部計数工学科
関連論文
- An algorithm for decomposition of matrix -algebras generated by symmetric matrices (21世紀の数理計画--最適化モデルとアルゴリズム--RIMS研究集会報告集)
- On Infimal Convolution of M-Convex Functions (Applications of Discrete Convex Analysis to Game Theory and Mathematical Economics)
- A Proof of the M-Convex Intersection Theorem (Applications of Discrete Convex Analysis to Game Theory and Mathematical Economics)
- 離散凸解析の概要 (ゲーム理論、数理経済学への離散凸解析の応用)
- Solving Sparse Semidefinite Programs by Matrix Completion (Part II) (Mathematical Science of Optimization)
- Solving Sparse Semidefinite Programs by Matrix Completion (Part I) (Mathematical Science of Optimization)
- LU-Decomposition of a Matrix with Entries of Different Kinds (線型計算の標準算法と実現)
- Menger-Decomposition of a Graph and Its Application to the Structural Analysis of a Large Scale System (数値計算のアルゴリズムの研究)
- 平野の変形Newton法の大域的収束性 (数値計算のアルゴリズムの研究)
- Scaling Algorithms for M-convex Function Minimization (Mathematical Optimization Theory and its Algorithm)
- M凸関数の最小化に対するスケーリングアルゴリズムとその実験的評価(組合せ)
- スケーリング技法を用いたM凸関数の最小化アルゴリズム
- Quasi M-convex Functions and Minimization Algorithms (Algorithm Engineering as a New Paradigm)
- Extension of M-convexity and L-convexity to Polyhedral Convex Functions : Extended Abstract (Continuous and Discrete Mathematics for Optimization)
- M-Convex Function on Generalized Polymatroid(Continuous and Discrete Mathematical Optimization)
- 一般化ポリマトロイド上のM凸関数(組合せ最適化(3))
- RECURSIVE BIFURCATION AS SOURCES OF COMPLEXITY IN SOIL SHEARING BEHAVIOR
- BIFURCATION AS SOURCES OF UNCERTAINTY IN SOIL SHEARING BEHAVIOR
- EFFICIENT STRATEGY PROOF FAIR ALLOCATION ALGORITHMS
- Dijkstra Algorithm Viewed from Discrete Convex Analysis (コンピュテーション)
- 理論の役立ち方,役立て方(現場と理論の対話)
- 離散凸解析から見たDijkstra法