Rchr
J-GLOBAL ID：200901040265217605   Update date: Jun. 30, 2020

# Saito Norikazu

サイトウ ノリカズ | Saito Norikazu
Affiliation and department：
Job title： Professor
Homepage URL  (2)： http://www.infsup.jp/saito/http://www.infsup.jp/saito/index-e.html
Research field  (2)： Applied mathematics and statistics ,  Basic mathematics
Research keywords  (4)： Scientific Computing ,  Partial Differential Equations ,  Numerical Analysis ,  Applied analysis
Research theme for competitive and other funds  (5)：
• 2015 - 2019 A new development of mathematical theory of Discontinuous Galerkin FEM
• 2015 - 2017 What is good" shape of elements in FEM
• 2011 - 2015 Mathematical theory of the finite volume methods
• 2009 - 2010 Numerical analysis of two-phase flow problems by phase-field models
• 2006 - 2008 A posteriori analysis of the finite element approximation for nonlinear parabolic problems
Papers (29)：
• Nakanishi Toru, Saito Norikazu. Finite element method for radially symmetric solution of a multidimensional semilinear heat equation. JAPAN JOURNAL OF INDUSTRIAL AND APPLIED MATHEMATICS. 2020. 37. 1. 165-191
• Ueda,Yuki, Saito Norikazu. Stability and error estimates for the successive-projection technique with B-splines in time. JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS. 2019. 358. 1. 266-278
• Chiba Yuki, Saito Norikazu. Weak discrete maximum principle and $L^\infty$ analysis of the DG method for the Poisson equation on a polygonal domain. JAPAN JOURNAL OF INDUSTRIAL AND APPLIED MATHEMATICS. 2019. 36. 3. 809-834
• Ueda,Yuki, Saito Norikazu. The inf-sup condition and error estimates of the Nitsche method for evolutionary diffusion-advection-reaction equations. JAPAN JOURNAL OF INDUSTRIAL AND APPLIED MATHEMATICS. 2019. 36. 1. 209-238
• Saito Norikazu, Sugitani Yoshiki. Analysis of the immersed boundary method for a finite element Stokes problem. NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS. 2019. 35. 1. 181-199
ｍore...
MISC (6)：
• Norikazu Saito. Banach-Necas-Babuska Theorem and the DG time-stepping method. RIMS Kokyuroku. 2018. 2094. 65-72
• Norikazu Saito. Notes on the Banach--Necas--Babuska theorem and Kato's minimum modulus of operators. arXiv. 2017
• Norikazu Saito. Navier-Stokes equations and various boundary conditions. The Bulletin of the Japan Society for Computational Engineering and Science. 2015. 20. 3. 13-16
• Norikazu Saito, Zhou Guanyu. Numerical outflow boundary conditions for the Navier-Stokes equations. RIMS Kokyuroku. 2015. 1957. 91-103
• Norikazu Saito. Numerical analysis for the Keller-Segel system. Bulletin of the Japan Society for Industrial and Applied Mathematics. 2009. 19. 4. 65-74
ｍore...
Books (5)：
• Approach to and Encounter with Applied Mathematics
Iwanami Shoten 2019
• Numerical Analysis
2017
• Principle of Numerical analysis - Towards of Real Phenomena"
Iwanami 2016
• Introduction to Numerical Analysis
U Tokyo Press 2012
• Operator Theory and Numerical Methods
North-Holland (Elsevier) 2001
Education (2)：
• 1995 - 1999 Meiji University School of Science and Technology
• 1991 - 1995 Meiji University School of Science and Technology Department of Mathematics
Professional career (1)：
• Ph.D. (Meiji University)
Work history (7)：
• 2017/04 - 現在 The University of Tokyo Professor
• 2007/10 - 2017/03 The University of Tokyo Associate Professor
• 2005/10 - 2007/09 University of Toyama Associate Professor
• 2004/01 - 2005/09 Toyama University Associate Professor
• 2001/04 - 2003/12 Toyama University Lecturer
Show all
Committee career (8)：
• 2020/04 - 現在 Interdisciplinary Center for Mathematical Sciences (ICMS) Director
• 2019/12 - 現在 Journal of Scientific Computing Editor
• 2019/04 - 現在 World-leading INnovative Graduate Study Program, Frontiers of Mathematical Sciences and Physics (WINGS-FMSP) Program Coordinator
• 2019/01 - 現在 Japan Journal of Industrial and Applied Mathematics Editor
• 2018/04 - 現在 Journal of Mathematical Sciences, the University of Tokyo Editor
Show all
Awards (1)：
• 2001 - Inoue Research Award for Young Scientists (2000)
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in researchmap. For details, see here.