MATSUYAMA Tokio

J-GLOBAL         Last updated: Nov 12, 2019 at 02:50
 
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Name
MATSUYAMA Tokio
Affiliation
Chuo University
Section
Faculty of Science and Engineering
Job title
Professor
Research funding number
70249712

Research Areas

 
 

Academic & Professional Experience

 
Apr 1998
 - 
Mar 2002
東海大学理学部数学科助教授
 
Apr 1999
 - 
Mar 2004
明治大学理工学部嘱託講師
 
Apr 2000
 - 
Mar 2016
早稲田大学教育学部数学科非常勤講師
 
Apr 2002
 - 
Mar 2011
東海大学理学部数学科教授
 
Apr 2005
 - 
Mar 2006
ピサ大学数学教室客員研究員
 

Education

 
Apr 1983
 - 
Mar 1986
Mathematics, Graduate School, Division of Natural Science, Tokyo Metropolitan University
 

Awards & Honors

 
Dec 2010
United Kingdom, Daiwa Adrian Prize, The Daiwa Anglo-Japanese Foundations
Winner: Phase space analysis of partial differential equations
 

Published Papers

 
Besov spaces on open sets
T. Iwabuchi, T. Matsuyama, and K. Taniguchi
Bull. Sci. Math.   152 93-149   Feb 2019   [Refereed]
On the Gevrey well-posedness of the Kirchhoff equation
Tokio Matsuyama and Michael Ruzhansky
Journal d'Analyse Mathématique   137(1) 449-468   Feb 2019   [Refereed]
Boundedness of spectral multipliers for Schrödinger operators on open sets
Tsukasa Iwabuchi, Tokio Matsuyama and Koichi Taniguchi
Revista Matemática Iberoamericana   34(3) 1277-1322   Aug 2018   [Refereed]
Lp-boundedness of functions of Schrödinger operators on an open set of ℝd
Tsukasa IwabuchiTokio Matsuyama and Koichi Taniguchi
New Trends in Analysis and Interdisciplinary Applications   307-312   2017   [Refereed]
The Kirchhoff equation with Gevrey data
Tokio Matsuyama and Michael Ruzhansky
New Trends in Analysis and Interdisciplinary Applications, Trends in Mathematics   313-318   2017   [Refereed]

Misc

 
書評:「フーリエ解析入門」(プリンストン解析学講義Ⅰ)
松山登喜夫、望月清
数学通信   121-123   May 2010
Dispersion and asymptotic profiles for Kirchhoff equations
Tokio Matsuyama, Michael Ruzhansky
Topics in contemporary differential geometry, complex analysis and mathematical physics   234-243   2007
The role of local energy decay in Lp estimates and scattering rates for the wave equation with time-dependent dissipation
Tokio Matsuyama
京都大学数理解析研究所講究録   1411 48-58   2005
Lp estimates and scattering rates for the wave equation with time-dependent dissipation
Tokio Matsuyama
Nonlinear partial differential equations and their applications, GAKUTO international series Mathematical Sciences and Applications, vol.20   159-174   2004
Asymptotic behaviour of solutions for the nonlinear dissipative wave equation
Tokio Matsuyama
Progress in analysis   Ⅰ,Ⅱ 933-940   2003

Conference Activities & Talks

 
Analytic well-posedness for wave equation with time-dependent coefficient, with application to the Kirchhoff equation [Invited]
Tokio Matsuyama
Séminaires Equations aux Dérivées Partielles, Université de Franche-Comté, Laboratoire Mathématique de Besançon   7 Nov 2019   Université de Franche-Comté, Laboratoire Mathématique de Besançon
Analytic well-posedness for wave equation with time-dependent coefficient, with application to the Kirchhoff equation [Invited]
Tokio Matsuyama
Cardiff Analysis Seminar, School of Mathematics, Cardiff University   21 Oct 2019   School of Mathematics, Cardiff University
Low frequency resolvent estimates for Dirichlet Laplacian on exterior domains [Invited]
Tokio Matsuyama
INDAM Workshop, Anomalies in Partial Differential Equations, La Sapienza, Universitå di Roma   9 Sep 2019   Istituto Nazionale di Alta Matematica
Energy estimate for wave equation with bounded time-dependent coefficient [Invited]
Tokio Matsuyama
12th Internatinal ISAAC Conference, University of Aveiro   31 Jul 2019   University of Aveiro
Low frequency resolvent estimates for Dirichlet Laplacian on exterior domains [Invited]
Tokio Matsuyama
45th International Conference, Applications of Mathematics in Engineering and Economics   9 Jun 2019   Faculty of Applied Mathematics and Informatics, Technical University of Sofia

Association Memberships

 
 

Research Grants & Projects

 
Global analysis of the Kirchhoff equation
文部科学省: 科学研究費補助金(日本学術振興会・文部科学省)-基盤研究(C)
Project Year: Apr 2018 - Mar 2023    Investigator(s): 松山登喜夫
Global existence of the Kirchhoff equation with Gevrey data
Global theory of the Kirchhoff equation
文部科学省: 科学研究費補助金(日本学術振興会・文部科学省)-基盤研究(C)
Project Year: Apr 2015 - Mar 2018    Investigator(s): 松山登喜夫
Dispersion for Kirrchhoff equation
Project Year: Apr 2012 - Mar 2014    Investigator(s): 松山登喜夫
キルヒホッフ方程式の散逸評価
文部科学省: 科学研究費助成事業 基盤研究(C)
Project Year: Apr 2009 - Mar 2014    Investigator(s): 松山 登喜夫
- -
波動方程式の漸近挙動に関する研究
文部科学省: 科学研究費補助金(日本学術振興会・文部科学省)-基盤研究(C)
Project Year: Apr 2004 - Mar 2005    Investigator(s): 松山登喜夫
外部領域における波動方程式において、摩擦の効果が時間とともに広がっていくときのエネルギー非減衰と散乱問題を解明した。また、境界の近傍に摩擦効果がある場合も同様な結果が得られている。