Rui Shi

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20112026

most citedA generalization of the Voiculescu theorem for normal operators in semifinite von Neumann algebras

10 citations · 20 across the 15 of their papers we have counts for

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Showing 2013 · math.OAShow all

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math.OA2013

Unitary operators in the orthogonal complement of a type $I$ von Neumann algebra in a type $II_{1}$ factor

Xiaoyan Zhou, Rui Shi

It is well-known that the equality $L_{G} ⊖ L_{H} = span {L_{g} : g \in G - H}^{SOT} ˉ$ holds for $G$ an i.c.c. group and $H$ a subgroup in $G$ , where…

math.OA2013

A reduction theory for operators in type $I_{n}$ von Neumann algebras

Rui Shi

In this paper, we study the structure of operators in a type $I_{n}$ von Neumann algebra $A$ . Inspired by the Jordan canonical form theorem, our main motivation…

Unitary operators in the orthogonal complement of a type I von Neumann algebra in a type II1​ factor

A reduction theory for operators in type In​ von Neumann algebras

Unitary operators in the orthogonal complement of a type $I$ von Neumann algebra in a type $II_{1}$ factor

A reduction theory for operators in type $I_{n}$ von Neumann algebras