4 citations · 4 across the 4 of their papers we have counts for
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An asymptotic homotopy lifting property
José R. Carrión, Christopher Schafhauser
A -algebra is said to have the homotopy lifting property if for all -algebras and , for every surjective -homomorphism and for ev…
Tracially Complete C*-Algebras
José R. Carrión, Jorge Castillejos, Samuel Evington +4
We introduce a new class of operator algebras -- tracially complete C*-algebras -- as a vehicle for transferring ideas and results between C*-algebras and their tracial von Neumann…
Classifying -homomorphisms I: Unital simple nuclear -algebras
José R. Carrión, James Gabe, Christopher Schafhauser +2
We classify the unital embeddings of a unital separable nuclear -algebra satisfying the universal coefficient theorem into a unital simple separable nuclear -algebra that…
A topology on E-theory
José R. Carrión, Christopher Schafhauser
For separable -algebras and , we define a topology on the set consisting of homotopy classes of asymptotic morphisms from to . This gives an enrichmen…