Suzuki Tomonari

スズキトモナリ | Suzuki Tomonari

Affiliation and department：

Research field (1)： Basic analysis

Research keywords (4)： convex analysis , nonlinear analysis , convex analysis , nonlinear analysis

Research theme for competitive and other funds (20)：

2016 - 2023 不動点理論および空間の位相的・幾何学的構造
2014 - 2018 Research on geometric structures of Banach and function spaces with direct sums
2013 - 2016 Nonlinear problems related to fixed point theory
2010 - 2015 On the structure of blowup solutions to chemotaxis systems
2011 - 2013 Research on geometric structures of Banach and function spaces with application of their [psi]-direct sums

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Papers (147)：

Suzuki T. Several completenesses on n-generalized metric spaces. Bulletin of the Kyushu Institute of Technology - Pure and Applied Mathematics. 2020. 2020. 67. 29-42
Suzuki T. Some metrization problem on ν -generalized metric spaces. Revista de la Real Academia de Ciencias Exactas, Fisicas y Naturales - Serie A: Matematicas. 2019. 113. 2. 1267-1278
Suzuki T. Jachymski-matkowski-świa[ogonek]tkowski's fixed point theorem. Applicable Analysis and Discrete Mathematics. 2019. 13. 2. 632-642
Suzuki T. Generalizations of Edelstein’s fixed point theorem in compact metric spaces. Fixed Point Theory. 2019. 20. 2. 703-714
Kikkawa M, Suzuki T. Comments on some existence theorems of best proximity points for contractive-type mappings. Bulletin of the Kyushu Institute of Technology - Pure and Applied Mathematics. 2019. 2019. 66. 1-14

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MISC (3)：

Books (2)：

Lectures and oral presentations (26)：

Various generalizations of the Banach contraction principle
(The second Asian Conference on Nonlinear Analysis and Optimization 2010)
Various generalizations of the Banach contraction principle
(The second Asian Conference on Nonlinear Analysis and Optimization 2010)
Observations on Kannan mappings
(The Third International Symposium on Banach and Function Spaces 2009 2009)
The Ekeland variational principle characterizes some properties of underlying spaces
(The Third International Symposium on Banach and Function Spaces 2009 2009)
Recent results concerning convergence theorems for nonexpansive mappings and families of nonexpansive mappings
(the 9th International Conference on Fixed Point Theory and its Applications 2009)

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Works (6)：

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