Some Problems on Fuchs Pseudoradicals
Zhu Bin (Department of Mathematics)
Abstract Let A be a ring (without identity),we denot F(A) to be the Fuchs Pseudoradicals of A  G(A) denots Brown-Mccoy radicals of A, and We dcnot Br(BL) to be the set of non-right(left) divisors of zero of A,In this paper,We prove these following theorems. Theorem 1:Let A is a ring with minimum condition on principal right ideals. Theorem 2 If A is a Von Neumann regular ring then, G(A) = F(A) or G(A) = A.