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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 243: Functional Analysis Seminar
Hui Tan
UCLA
Structure and non-isomorphisms of q-Araki-Woods factors
Abstract:
Hiai’s construction of q-Araki-Woods factors generalizes both Shlyakhtenko’s free Araki-Woods factors and Bozejko-Speicher’s q-Gaussian algebras. I will discuss joint work with Changying Ding where we show the q -Araki-Woods factors are strongly solid if the associated representation U is almost periodic, and the non-isomorphism between q-Araki-Woods factors and free Araki-Woods factors for certain classes of representations, contrasting the case for q-Gaussians.
March 10, 2026
11:00 AM
APM 6402
Research Areas
Functional Analysis / Operator Theory****************************
