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J-GLOBAL ID：200901076568550018   Update date: Mar. 24, 2024

TAKEMURA KAZUO

タケムラ カズオ | TAKEMURA KAZUO
Affiliation and department：
Nihon University College of Science and Technology Department of Liberal Arts and Science

About Nihon University College of Science and Technology Department of Liberal Arts and Science


Job title： Professor
Research field  (1)： Basic analysis
Research keywords  (4)： best constant ,  Sobolev inequality ,  Green function ,  Reproducing kernel
Research theme for competitive and other funds  (6)：
  • 2023 - 2028 Best evaluation of Sobolev inequality using reproducing kernel and study of its application to science and engineering
  • 2022 - 2023 再生核理論を用いたソボレフ不等式研究の工学的応用と新展開
  • 2017 - 2021 再生核理論を用いたソボレフ不等式研究の深化と応用
  • 2013 - 2016 再生核理論を用いたソボレフ不等式の最良評価とその応用
  • 2009 - 2012 特殊関数論の視点に基づくソボレフ不等式の最良評価
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Papers (44)：
  • Yoshinori KAMETAKA, Kohtaro WATANABE, Atsushi NAGAI, Kazuo TAKEMURA and Hiroyuki YAMAGISHI. POSITIVITY AND HIERARCHICAL STRUCTURE OF FOUR GREEN FUNCTIONS CORRESPONDING TO A BENDING PROBLEM OF A BEAM ON A HALF LINE. Mathematical Journal of Okayama University. 2023. 65. 145-173
  • Kazuo Takemura, Atsushi Nagai and Yoshinori Kametaka. SOBOLEV INEQUALITY FOR DEFLECTION PROBLEM OF A STRING WITH NONLOCAL PERIODIC BOUNDARY CONDITIONS. Far East Journal of Mathematical Sciences (FJMS). 2022. 134. 47-63
  • Yoshinori Kametaka, Kohtaro Watanabe, Atsushi Nagai, Kazuo Takemura, Hiroyuki Yamagishi, Hiroto Sekido. The best constant of discrete Sobolev inequality on 1812 C60 fullerene isomers. Japan Society for Industrial and Applied Mathematics. 2020. 12. 49-52
  • Kazuo Takemura and Yoshinori Kametaka. Evaluation of the One-Dimensional Lp Sobolev Type Inequality. Mathematics. 2020. 8. 2
  • Kazuo Takemura and Yoshinori Kametaka. Sharp Constants of Discrete Sobolev Inequalities on a Cyclic Rectangular Lattice. Far East Journal of Mathematical Sciences (FJMS). 2019. 112. 2. 175-194
ｍore...
MISC (1)：
  • Nagai Atsushi, Kametaka Yoshinori, Yamagishi Hiroyuki, Takemura Kazuo, Watanabe Kohtaro. The best constant of Sobolev inequality : From continuous to discrete (Applications of Reproducing Kernels). RIMS Kokyuroku. 2008. 1618. 89-94
Books (1)：
  • 基礎数学
    裳華房 2011 ISBN:9784785315566
Lectures and oral presentations  (35)：
  • 第61回実函数論・函数解析学合同シンポジウムの開催
    (第61回実函数論・函数解析学合同シンポジウム)
  • 重み付きテプリッツグラフ上の離散ソボレフ不等式
    (平成27年度(第59回)日本大学理工学部学術講演会 2015)
  • 重み付きd-有限正則グラフ上の離散ソボレフ不等式の最良定数
    (日本数学会 2014)
  • The best constant of Sobolev inequality for a discrete Laplacian on Mobius ladder
    (INTERNATIONAL CONGRESS ON MATHEMATICAL PHYSICS ICMP12 2012)
  • The best constant of a Sobolev-type inequality which corresponds to Heaviside and Thomson cable with periodic boundary condition
    (Equadiff 2011 2011)
ｍore...
Education (2)：
  • - 2003 Osaka University Graduate School, Division of Engineering Science Department of Information and Computer sciences
  • - 2003 Osaka University Graduate School, Division of Engineering Science Department of Information and Computer sciences
Professional career (2)：
  • 修士(工学) (大阪大学)
  • 博士(理学) (大阪大学)
Work history (7)：
  • 2022/04 - 現在 日本大学 理工学部 教授
  • 2014/04 - 2022/03 日本大学 理工学部 准教授
  • 2016/09 - 2017/03 日本大学 生産工学部 兼担講師
  • 2015/09 - 2016/03 日本大学 生産工学部 兼担講師
  • 2014/09 - 2015/03 日本大学 生産工学部 兼担講師
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Committee career (1)：
  • 2017/04 - 2018/03 日本応用数理学会 学会誌編集委員
Awards (1)：
  • 2021/09 - 日本応用数理学会 論文賞(JSIAM Letters部門) The best constant of discrete Sobolev inequality on 1812 C60 fullerene isomers
Association Membership(s) (2)：
日本数学会 ,  応用数理学会
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