MURASE ATSUSHI

J-GLOBAL         Last updated: Jun 2, 2016 at 02:46
 
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Name
MURASE ATSUSHI
Affiliation
Kyoto Sangyo University
Section
Faculty of Science, Department of Mathematics
Degree
Doctor of Science(The University of Tokyo)

Research Areas

 
 

Academic & Professional Experience

 
1982
 - 
1987
The University of Tokyo, Research Associate
 
1987
 - 
1990
Kyoto Sangyo University, Lecture
 
1990
 - 
1995
Kyoto Sangyo University, Associate Professor
 
1995
   
 
- Kyoto Sangyo University, Professor
 
1990
 - 
1992
Research Fellow at Max-Plauck Institute(Bonn)
 

Education

 
 
 - 
1982
Graduate School, Division of Science, The University of Tokyo
 
 
 - 
1977
Faculty of Science, The University of Tokyo
 

Misc

 
On the uniform distribution property of certain linear algebraic groups
Pacific Journal of Mathemaics   88    1980
A uniformity of distribution of GQ in GA
Tohoku Mathematical Journal   35    1983
L-functions attached to Jacobi forms of degree n Part I. The basic identity
Journal fur die reine und angewandte Mathematik   401    1989
L-functions attached to Jacobi forms of degree n Part II. Functional equation
Mathematische Annalen   290    1991
On an explicit formula for Whittaker-Shintani functions on Sp(2)
Abhandlungen aus dem Mathmatischen Seminar der Universitat Hamburg   61    1991

Books etc

 
On the uniform distribution property of certain linear algebraic groups
Pacific Journal of Mathemaics   1980   
A uniformity of distribution of GQ in GA
Tohoku Mathematical Journal   1983   
L-functions attached to Jacobi forms of degree n Part I. The basic identity
Journal fur die reine und angewandte Mathematik   1989   
L-functions attached to Jacobi forms of degree n Part II. Functional equation
Mathematische Annalen   1991   
On an explicit formula for Whittaker-Shintani functions on Sp(2)
Abhandlungen aus dem Mathmatischen Seminar der Universitat Hamburg   1991   

Works

 
Research on Automorphic Forms on Algebraic Groups
1990 - 2001

Research Grants & Projects

 
Study on Automorphic L-functions
Weil representation and theta function