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Cone-restricted information theory
Ian George,
Eric Chitambar
Electrical and Computer Engineering
Siebel School of Computing and Data Science
Physics
Coordinated Science Lab
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peer-review
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Keyphrases
Information Theory
100%
Restricted Information
100%
Conditional Min-entropy
100%
Resource-based Theory
66%
Quantum Channel
66%
Quantum Information Theory
66%
Positive Definite Cone
66%
Min-entropy
66%
Information Processing
33%
Quantum State
33%
Non-additivity
33%
Generalized Entropy
33%
Operational Use
33%
Asymptotic Theory
33%
Different Bases
33%
Equipartition
33%
Entanglement Measure
33%
Zero Error
33%
Separable Operator
33%
Classical Communication
33%
Theoretic Quantities
33%
Classical Information
33%
Operational Interpretation
33%
Superchannel
33%
Max Entropy
33%
Max-relative Entropy
33%
Classical-quantum State
33%
Positive Semidefinite Operators
33%
Entropy-like Quantity
33%
Locality Theory
33%
Hartley Entropy
33%
Mathematics
Conditionals
100%
Information Theory
100%
Quantum State
66%
Quantum Channel
66%
Positive Semidefinite Cone
66%
Asymptotics
33%
Approximates
33%
Relative Entropy
33%
Central Role
33%
Positive Semidefinite
33%
Asymptotic Theory
33%
Classical Information
33%
Quantum Error
33%
Engineering
Max
100%
Quantum State
100%
Quantum Channel
100%
Entanglement
50%
Relative Entropy
50%
Hartley
50%
Theoretic Quantity
50%
Quantum Error
50%
Computer Science
Information Theory
100%
Quantum Channel
66%
Information Processing
33%
Preprocessing
33%
Relative Entropy
33%
Classical Information
33%
Operational Interpretation
33%
Physics
Quantum Information Theory
100%
Information Processing
50%