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What is Quasi-Similarity in Hilbert Spaces about?

This document discusses the concept of quasi-similarity of bounded linear operators in Hilbert spaces, introducing quasi-affinities and establishing their properties. It demonstrates that quasi-similarity is an equivalence relation in both finite and infinite dimensional Hilbert spaces and explores the relationship between quasi-similarity and almost similarity. The paper also includes definitions and results related to commutants and various types of operator equivalences.

Author

yahya.baklouti

Language

EN