Homotopy invariance of AF-embeddability
Narutaka Ozawa
Abstract
We prove that AF-embeddability is a homotopy invariant in the class of separable exact C*-algebras. This work was inspired by Spielberg's work on homotopy invariance of AF-embeddability and Dadarlat's serial works on AF-embeddability of residually finite dimensional C*-algebras.
Create a lesson
Related papers
Superselection theory for 2D braided quantum spin systems via Connes fusion
Gregory Faurot, Charlton Li, David Penneys et al.
A Transfinite Christensen--Pedersen Argument
Jananan Arulseelan
Toeplitz C*-algebras on radially weighted Fock spaces: commutativity and spectral representation
Khalid Bdarneh
Maximal Algebraic Ideals in Nonunital C*-Algebras
Zhichao Liu, Xin Ma
Quasidiagonal traces need not form a face
Mehdi Moradi
Cohomology of Amenable Traces
Mehdi Moradi