Inequalities on Networks (Continuous and Discrete Mathematics for Optimization)
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概要
著者
関連論文
- Duality Theorems on an Infinite Network(Continuous and Discrete Mathematical Optimization)
- Existence of Feasible Potentials on Networks(Mathematical Structure of Optimization Theory)
- 無限ネットワークの非線形倉持境界(ポテンシャル論とその関連分野)
- 無限ネットワークの分類(最適化の数理における離散と連続構造)
- Some Properties of Reproducing Kernels on an Infinite Network(Optimization Theory and its Applications in Mathematical Systems)
- Inequalities on Networks (Continuous and Discrete Mathematics for Optimization)
- Finite Hilbert Networks(Optimization Theory in Descrete and Continuous Mathematical Sciences)
- Gale's Theorem on an Infinite Network(MATHEMATICAL OPTIMIZATION AND ITS APPLICATIONS)
- Max-Flow Problem of Strang's Type
- Infinite Networks and Random Walks
- Max-flow min-cut theorems on an infinite network(Mathematical Programming and its Related Field)
- Discrete Dirichlet Potentials on an Infinite Network(Potential Theory and Its Related Fields)
- Mathematical Programming Problems on an Infinite Network (数理計画と決定過程論)
- Existence Theorems in Conditional Gauss Variational Problems (ポテンシャル論における最大値の原理)