Hashimoto Kiichiro

ハシモトキイチロウ | Hashimoto Kiichiro

Affiliation and department：
Job title： Professor

Research field (1)： Algebra

Research keywords (1)： Galois Theory, Generic Polynomial, Arithmetic Geometry

Research theme for competitive and other funds (21)：

2007 - 2009 Noether's Problem for Cremona Groups over algebraic number fields and its application to Number theory
2003 - 2006 Development of Unexplored Mathematics and Enhancement of Research Publication
2003 - 2005 Construction of Generic Polynomials in Galois Theory and application to Number Theory
2001 - 2004 Explicit study on automorphic structure in algebra and zeta functions.
2001 - 2003 Units groups generated by special values of Siegel modular functions

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Papers (5)：

Ki-Ichiro Hashimoto, Akinari Hoshi. Geometric generalization of gaussian period relations with application to noether’s problem for meta-cyclic groups. Tokyo Journal of Mathematics. 2005. 28. 1. 13-32
KI Hashimoto, A Hoshi. Families of cyclic polynomials obtained from geometric generalization of Gaussian period relations. MATHEMATICS OF COMPUTATION. 2005. 74. 251. 1519-1530
Q-curves of rational j-invaritants and Jacobian surfaces of GL2-type. Galoas Theory and Modular Forms,DEVM 11, Kluwer Acad. Publ. 2003. 11
Ki-ichiro Hashimoto, Katsuya Miyake, Hiroaki Nakamula. Galoas Theory and Modular Forms. Developments in Mathematics, Kluwer Acad. Publ. 2003. 11
Ki-ichiro Hashimoto, Hiroshi Tsunogai. Generic polynomials over Q with two parameters for the transitive groups of degree five. Proceedings of Japan Academy. 2003. 79A. 9. 148-151

Professional career (1)：

Association Membership(s) (1)：

日本数学会, AMS(American Mathematical Society)

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