MIYAKE Katsuya

J-GLOBAL         Last updated: Jan 18, 2008 at 00:00
 
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Name
MIYAKE Katsuya
Degree
Ph.D(Princeton University(U. S. A.)), M.S.(The University of Tokyo)

Research Areas

 
 

Academic & Professional Experience

 
1969
 - 
1970
Courant Institute of Math. Science, New
 
 
   
 
York Univ., Researcher
 
1970
 - 
1974
Nagoya University, Assistant Professor
 
1974
 - 
1985
Nagoya University, Associate Professor
 
1986
 - 
1993
Nagoya University, Professor
 

Education

 
 
 - 
1969
Department of Mathematics, The Graduate School, Princeton University
 
 
 - 
1964
Department of Mathematics, Faculty of Science, The University of Tokyo
 

Misc

 
Models of certain automorphic function fields
Acta Math.   126, 245-307    1971
A remark on isolated fixed points on bounded symmetric domains assocaited with unitary groups over algebras
Seminar Note of U.S.A.-Japan Seminar on Modern Methods in Number Theory      1971
Almost homogeneous algebraic varieties under algebraic torus action, Manifolds-Tokyo 1973
Proc. International Conf., Univ. Tokyo Press, 1975. Cf. T. Oda, Lectures on torus embeddings(Based on joint work with K. Miyake), Tata Inst.      1978
On the general principal ideal theorem
Proc. Japan Acad. Ser. A Math. Sci   56 171-174   1980
On the structure of the idele group of an algebraic number field
Nagoya Math. J.   80 117-127   1980

Books etc

 
Galois Theory and Modular Forms (Edit.)
Kluwer Acad. Publ.   2003   
Cubic Fields and Mordell Curves
The Proc. of Conf. au Maroc, Théorie des Nombres et Appl.   2004   

Works

 
Composite Study in Class Field Theory and Related Topics
1996 - 1998
Research on the establishment of Takagi-Artin Class Field Theory
1998
Inverse Galois Problem for Dihedral Groups and its application
2000 - 2001
Number Theory and its application to discrete Mathematics
2002 - 2004

Research Grants & Projects

 
Nilpotent Class Field Theory
Composite Study in Class Field theory
Grant-in-Aid for Scientific Research
Project Year: 1996 - 1999
Inverse Galois Problem
Grant-in-Aid for Scientific Research
Project Year: 1999 - 2002
Elliptic Curves associated to Cubic Fields
Grant-in-Aid for Scientific Research
Project Year: 2002 - 2005