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math.FA2024
Invariant embeddings and ergodic obstructions
Mitja Mastnak, Heydar Radjavi
We consider the following question: Let be an abelian self-adjoint algebra of bounded operators on a Hilbert space . Assume that is invaria…
math.FA2024★ 1 cited
On commutators of square-zero Hilbert space operators
Laurent W. Marcoux, Heydar Radjavi, Yuanhang Zhang
Let be a complex, separable Hilbert space, and set NIL. When …
math.RA2024
Invariant embeddings and weighted permutations
Mitja Mastnak, Heydar Radjavi
We prove that for any fixed unitary matrix , any abelian self-adjoint algebra of matrices that is invariant under conjugation by can be embedded into a maximal abelian self-…