Ring detail


Name: Simple, non-Artinian, von Neumann regular ring

Description: Let $S$ be the ring of linear transformations of a countable dimensional vector space over a field. This is known to have exactly one nontrivial ideal $M$. The ring is $S/M$

Reference(s):

  • (Citation needed)


  • Legend
    • = has the property
    • = does not have the property
    • = information not in database

    (Nothing was retrieved.)

    Name Description
    Jacobson radical $\{0\}$