Ring $R_{ 162 }$

Goodearl's simple self-injective operator algebra


Let $S$ be an $AW^\ast$-factor of type $II_f$. The maximal right quotient ring of this algebra is the required ring.

Keywords ring of quotients


  • K. Goodearl. Simple self-injective rings need not be artinian. (1974) @ Example 2 p 87

  • = has the property
  • = does not have the property
  • = information not in database
Name Measure
weak global dimension 0
Name Description
Jacobson radical $\{0\}$
Left singular ideal $\{0\}$
Right singular ideal $\{0\}$