Stuart White

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20232026

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math.OA2026

Regular simple nuclear C*-algebras

Samuel Evington, Shanshan Hua, Christopher Schafhauser +3

We prove Z-stability for all simple, separable, pure, nuclear C*-algebras. Combining this with very recent work of Thiel completes the proof of the Toms-Winter conjecture. We do th…

math.OA2026

Uniqueness for embeddings of nuclear $C^{*}$ -algebras into type II $_{1}$ factors

Shanshan Hua, Stuart White

Let $A$ be a separable, unital and exact $C^{*}$ -algebra satisfying the universal coefficient theorem. We prove uniqueness theorems up to unitary conjugacy for unital, full and nucle…

Regular simple nuclear C*-algebras

Uniqueness for embeddings of nuclear C∗-algebras into type II1​ factors

Uniqueness for embeddings of nuclear $C^{*}$ -algebras into type II $_{1}$ factors