Fixed points of commutative Lüders operations

Mathematics – Operator Algebras

Scientific paper

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Scientific paper

This paper verifies a conjecture posed in a pair of papers on the fixed point
sets for a class of quantum operations. Specifically, it is proved that if a
quantum operation has mutually commuting operation elements that are effects
forming a resolution of the identity, then the fixed points set of the quantum
operation is exactly the commutant of the operation elements.

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