Junro Sato

A note on denominator ideals of linear fractional transforms of an anti-integral element over an integral domain 

Math.J.Ibaraki Univ., 34,29-31, 2002  

A note on denominator ideals of linear fravtional transforms of an anti-integral element over an integral domain 

Math.J.Ibaraki Univ., 34,29-31, 2002  

On the Kernels of Universal Derivations and Extensions R[α, α/1]of R 

Far East Journal of Mathematical Science, 3(1) 133-141, 2001  

On the Kernels of Universal Derivations and Extensions R[α, α/1]of R 

Far East Journal of Mathematical Science, 3(1) 133-141, 2001  

On the kenmels of Universal Derivations and Extensions R of R 

For East Journal of MAthematical Sciences, 3(1), 133-141, 2001  

Extensions RR with an anti-Integral Elemnt are UnChanged for anyaer 

Journal of Algelra, 236(1), 371-375, 2001  

Notes on flatness of simple anti-integral extensions 

2(2) 121-125, 2000  

Some remarks on the simple extensions of Noetherian domains 

Far east journal of mathematical sciences, 1(6) 865-872, 1999  

Some theorems concerning anti-integral, super-primitive and ultra-primitive elements (jointly worked) 

Mathematical Journal of Ibaraki University, 31 34-36, 1999  

Finitely Generated Ring-Extensions of Anti-Integral Type (jointly worked) 

The Bulletin of the Okayama University of Science, 32(A) 25-30, 1997  

On the Normality and the Seminormality of Subrings of Simple Ring Extension. (jointly worked) 

The Bulletin of the Okayama University of Science, 33(A) 11-14, 1997  

Super-Primitive Ideals and Sharma Polynomials in Polynomial Rings (jointly worked) 

The Bulletin of the Okayama University of Science, 33(A) 1-9, 1997  

数式処理ソフトMathematicaを使って数学の問題を解く 

大阪短期大学紀要, (9) 55-63, 1996  

Integrality and LCM-stableness of Sinple Extensions over Noetherian Domains. (jointly worked) 

Communications in Algebra, 24(10) 3229-3235, 1996  

Solving the Mathematical Problems with Mathematica 

(9) 55-63, 1996  

On Multiplicatively Closed Subsets Associated with Ideals. 

(7) 31-37, 1994  

On Exclusive Extensions of Noetherian domains(jointly worked) 

The Bulletin of the Okayama Univ. of Science, 29(A) 21-26, 1994  

Inevitable elements of a super-primitive ring extension over a Noetherian domains(jointly worked) 

The Bulletin of the Aichi Univ. of Education, 43 1-6, 1994