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math.OA2021★ 14 cited
Uniform Roe algebras of uniformly locally finite metric spaces are rigid
Florent P. Baudier, Bruno de Mendonça Braga, Ilijas Farah +3
We show that if and are uniformly locally finite metric spaces whose uniform Roe algebras, $\cstu(X)$ and $\cstu(Y)$, are isomorphic as \cstar-algebras, then and ar…
math.LO2021
Nonseparable CCR algebras
Ilijas Farah, Najla Manhal
Extending a result of the first author and Katsura, we prove that for every UHF algebra of infinite type, in every uncountable cardinality there are nonisomorphic app…