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Multivariate trace inequalities, p-fidelity, and universal recovery beyond tracial settings
Marius Junge
, Nicholas Laracuente
Mathematics
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Dive into the research topics of 'Multivariate trace inequalities, p-fidelity, and universal recovery beyond tracial settings'. Together they form a unique fingerprint.
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Keyphrases
Universal Recovery
100%
Trace Inequality
100%
Von Neumann Algebra
66%
Relative Entropy
66%
Noncommutative
33%
Approximation Methods
33%
Thirring
33%
Holography
33%
Quantum Field Theory
33%
General Techniques
33%
Isometry
33%
Lp Spaces
33%
Entropy Inequality
33%
Data Processing Inequality
33%
Functional Calculus
33%
Quantum Information Theory
33%
Recovery Map
33%
Map Correction
33%
Subharmonicity
33%
Tracial Von Neumann Algebras
33%
Golden-Thompson Inequality
33%
Semifinite Trace
33%
Physics
Physics
100%
Quantum Field Theory
100%
Holography
100%
Data Transmission
100%
Quantum Information Theory
100%
Mathematics
Von Neumann Algebra
100%
Relative Entropy
66%
Semifinite
33%
Information Theory
33%
Approximation Method
33%
Input State
33%
Quantum Field Theory
33%
Lp-Spaces
33%
Functional Calculus
33%