A note on full free product C*-algebras, lifting and quasidiagonality
Abstract
We study lifting properties for full product C*-algebras with amalgamation over C1 and give new proofs for some results of Kirchberg and Pisier. We extend the result of Choi on the quasidiagonality of C*( Fn), proving that the free product with amalgamation over C1 of a family of unital quasidiagonal C*-algebras is quasidiagonal.
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