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Quantum F-Divergences in Von Neumann Algebras: Reversibility of Quantum Operations
Fumio Hiai
(Author)
·
Springer
· Paperback
Quantum F-Divergences in Von Neumann Algebras: Reversibility of Quantum Operations - Hiai, Fumio
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Synopsis "Quantum F-Divergences in Von Neumann Algebras: Reversibility of Quantum Operations"
1 Introduction.- 2 Standard f -Divergences.- 3 Rényi Divergences and Sandwiched Rényi Divergences.- 4 Maximal f -Divergences.- 5 Measured f -Divergences.- 6 Reversibility and Quantum Divergences.- 7 Reversibility and Measurements.- 8 Preservation of Maximal f -Divergences.- A Preliminaries on von Neumann Algebras.- B Preliminaries on Positive Self-Adjoint Operators.- C Operator Convex Functions on (0,1).- D Operator Connections of Normal Positive Functionals.
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The book is written in English.
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