Proof of inseparable prime C~*-algebras A with RR(A)=0 being primitive C~*-algebras

Proof of inseparable prime C~*-algebras A with RR(A) = 0 being orimitive C~*-algebras

First, that prime C~* -algebras with countable primitive ideals are all primitive C*-algebras is proved. Then the proof that prime C~* -algebras with property RR(A) = 0 are all primitive C~*-algebras is given.