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math.FA2026
The Ulam--Kaplansky problem in operator algebras
Chunlan Jiang, Minghui Ma, Rui Shi +1
The Ulam--Kaplansky problem up to similarity in operator algebras asks whether implies . We construct block-diagonal compact operators for which…
math.FA2025
On products of symmetries acting on Hilbert spaces
Laurent W. Marcoux, Heydar Radjavi, Yuanhang Zhang
Let be a complex, separable Hilbert space (of finite or infinite dimension), and let denote the group of unitary operators on …
math.FA2025
The invariant subspace problem and Rosenblum operators I
Junsheng Fang, Bingzhe Hou, Chunlan Jiang +1
Let be an invertible operator. From the 1940's, Gelfand, Hille and Wermer investigated the invariant subspaces of by analyzing the growth of , wh…