Answer to Question #16879 in Abstract Algebra for Mohammad

Abstract Algebra

Question #16879

Can any ring be embedded as a subring of a left semisimple ring?

Expert's answer

Download Answer

Learn more about our help with Assignments: Abstract Algebra

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. Is any subring of a left semisimple ring left semisimple?
2. Let R be a ring with center C. Show that a right ideal A of R is an ideal if: the factor group R/A i
3. Let R be a ring with center C. Show that a right ideal A of R is an ideal if: R/A is a cyclic left C
4. Let R be a ring with center C. Show that a right ideal A of R is an ideal if: End(C(R/A)) is a commu
5. S = IR(A) be the idealizer of A. Show that (1), (2) are equivalent: (1) A is a maximal right ideal a
6. S = IR(A) be the idealizer of A. Show that (1), (2) are equivalent: (1) End(S(R/A)) is a commutative
7. the idealizer IR(A) and the eigenring ER(A) for the right ideal A = xR in the free k-ring R = k<x