AOKI Noboru

J-GLOBAL         Last updated: Apr 13, 2019 at 02:41
 
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Name
AOKI Noboru
E-mail
aokirikkyo.ac.jp
Affiliation
Rikkyo University
Section
College of Science Department of Mathematics
Job title
Professor
Other affiliation
Rikkyo UniversityRikkyo University
Research funding number
30183130

Research Interests

 
 

Research Areas

 
 

Academic & Professional Experience

 
Apr 1985
 - 
Mar 1991
Full-time Research Assistant, College of Science Department of Mathematics, RIKKYO UNIVERSITY
 
Apr 1991
 - 
Mar 1995
Lecturer, College of Science Department of Mathematics, RIKKYO UNIVERSITY
 
Apr 1995
 - 
Mar 2003
Associate Professor (as old post name), College of Science Department of Mathematics, RIKKYO UNIVERSITY
 
Apr 2003
 - 
Today
Professor, College of Science Department of Mathematics, RIKKYO UNIVERSITY
 
Apr 2003
 - 
Today
Professor, Graduate School of Science Field of Study: Mathematics, RIKKYO UNIVERSITY
 

Education

 
 
 - 
Mar 1980
Faculty of Science, The University of Tokyo
 
 
 - 
Mar 1982
Graduate School, Division of Natural Science, The University of Tokyo
 
 
 - 
Mar 1985
Graduate School, Division of Natural Science, The University of Tokyo
 

Published Papers

 
Torsion points on CM abelian varieties
青木 昇
立教大学数学研究室 Comment. Math. Univ. Sancti Pauli    (55) 207-229   Jan 2006
On the Tate-Shafarevich groups of semistable elliptic curves with a rational 3-torsion
青木 昇
Acta Aeuthmetica    (112) 209-227   Jan 2004
A finiteness theorem on pure Gauss sums
青木 昇
立教大学数学研究室 Comm. Math. Univ. St. Pauli    (53) 145-168   Jan 2004
The Hodge conjecture for the jacobian varieties of generalized Catalan curves
青木 昇
Tokyo J. Math.    (27) 313-335   Jan 2004
On the generalized Gross-Tate conjecture for elementary abelian Tex-extensions
青木 昇
立教大学数学研究室 Comm. Math. Univ. St. Pauli    (52) 197-206   Jan 2003

Books etc

 
Torsion points on abelian varieties with Complex multiplication
Algebraic cycles and related topics (World Scientific)   Apr 1995   

Research Grants & Projects

 
Study of arithmetic theory of abelian varieties
Rational points on algebraic curves and its application