Kyushu Institute of Technology · Faculty of Engineering / Institute of Engineering

Research keywordsnonlinear analysis・非線形解析学・凸解析学・convex analysis・fixed point theorem・metric space

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• Several completenesses on ν-generalized metric spaces2020 · Bulletin of the Kyushu Institute of Technology 67 29 - 42 2020年01月
• © 2020, Kyushu Institute of Technology. All rights reserved. We can consider several completenesses on n-generalized metric spaces. In this paper, we study the relationship between the completenesses. In particular, we study k-completeness.2020 · 論文
• Several completenesses on n-generalized metric spaces2020 · Bulletin of the Kyushu Institute of Technology - Pure and Applied Mathematics 2020 ( 67 ) 29 - 42 2020年01月
• Comments on some existence theorems of best proximity points for contractive-type mappings2019 · Bulletin of the Kyushu Institute of Technology - Pure and Applied Mathematics 2019 ( 66 ) 1 - 14 2019年01月

• 2024年度 現代数学特論2024
• 日本数学会 実函数論分科会評議員2024 · 2024年03月 - 2025年02月
• 2024年度 解析学Ｂ2024
• 2024年度 非線形解析学特論2024

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