Shimane University · Faculty of Science and Engineering / Graduate School of Science and Engineering · 准教授

Research keywords最適化・準凸最適化・準凸解析・非線形解析

Research fields応用数学、統計数学・数学基礎

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• Characterizations of the solution set for non-essentially quasiconvex programming
• SUFFICIENT CONDITIONS FOR WELL-POSEDNESS FOR QUASICONVEX PROGRAMMING
• Generalized characterizations on set containments for a certain class of quasiconvex functions
• Surrogate duality for optimization problems involving set functions

• 測地距離空間における準凸最適化理論の構築2026
• 集合値解析と凸解析に基づく集合値不等式の研究と最適化問題への応用
• 準凸最適化問題に対する双対理論を用いた緩和問題とその同値性について
• 準凸最適化問題に対する劣微分を用いた最適性条件について

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