Structural approach to unambiguous discrimination of two mixed quantum states
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Publication:5246591
DOI10.1063/1.3298683zbMath1309.81053arXiv0803.1083OpenAlexW1974465066WikidataQ62113849 ScholiaQ62113849MaRDI QIDQ5246591
Hermann Kampermann, Matthias Kleinmann, Dagmar Bruß
Publication date: 21 April 2015
Published in: Journal of Mathematical Physics (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/0803.1083
Quantum measurement theory, state operations, state preparations (81P15) Quantum state estimation, approximate cloning (81P50)
Related Items (6)
A framework for bounding nonlocality of state discrimination ⋮ Effective quantum channel for minimum error discrimination ⋮ An optimal discrimination of two mixed qubit states with a fixed rate of inconclusive results ⋮ Everything you always wanted to know about LOCC (but were afraid to ask) ⋮ Extracting remaining information from an inconclusive result in optimal unambiguous state discrimination ⋮ A minimal set of measurements for qudit-state tomography based on unambiguous discrimination
Cites Work
- Quantum detection and estimation theory
- The transition probability in the state space of a \(^*\)-algebra
- A general scheme for ensemble purification
- Optimal distinction between two non-orthogonal quantum states
- Unambiguous discrimination between linearly independent quantum states.
- Optimum unambiguous discrimination of two mixed quantum states
- Optimal distinction between non-orthogonal quantum states
- Fidelity for Mixed Quantum States
- Solutions of the Matrix Equation $XAX = X$, and Relations between Oblique and Orthogonal Projectors
- Commutator relations reveal solvable structures in unambiguous state discrimination
- An Extension of Kakutani's Theorem on Infinite Product Measures to the Tensor Product of Semifinite w ∗ -Algebras
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