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Examples of simple, separable, unital, purely infinite C*-algebras areconstructed, including:(1)  some that are not approximately divisible;    (2)  those that arise as crossed products of any of a certain class of C*-algebras by any of a certain class of non–unital endomorphisms;    (3)  those that arise as reduced free products of pairs of C*-algebras with respectto any from a certain class of states.

Purely Infinite, Simple C*-Algebras Arising From Free Product Constructions

Purely Infinite, Simple C^*-Algebras Arising From Free Product Constructions