Sato Junro

サトウジュンロウ | Sato Junro

Affiliation and department：
Job title： Associate Professor

Research field (1)： Algebra

Research keywords (2)：可換環論 , Commutative Ring Theory

Research theme for competitive and other funds (2)：

MISC (29)：

A note on denominator ideals of linear fractional transforms of an anti-integral element over an integral domain. Math.J.Ibaraki Univ. 2002. 34,29-31
A note on denominator ideals of linear fravtional transforms of an anti-integral element over an integral domain. Math.J.Ibaraki Univ. 2002. 34,29-31
Junro Sato, Susumu Oda, Ken-Ichi Yoshida. Extensions R[α - a] ∩ R[(α - a)- 1] with an Anti-integral Element α Are Unchanged for Any a ∈ R. Journal of Algebra. 2001. 236. 1. 371-375
J Sato, S Oda, K Yoshida. Extensions R[alpha-a] boolean AND R[(alpha-a)(-1)] with an anti-integral element alpha are unchanged for any a is an element of R. JOURNAL OF ALGEBRA. 2001. 236. 1. 371-375
On the Kernels of Universal Derivations and Extensions R[α, α/1]of R. Far East Journal of Mathematical Science. 2001. 3. 1. 133-141

ｍore...

Books (1)：

On integral domains whose divisorial ideals are generated by N elements(jointly worked)
Math. Rep. Toyama Univ. 1988

Professional career (1)：

Association Membership(s) (2)：

日本数理科学協会 , 日本数学協会

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