Kleinmann, Matthias: The structure of measurements and states in quantum theory. 2019
Inhalt
- SUMMARY
- Quantum contextuality
- General probabilistic theories
- Entanglement characterization and detection
- Evaluation of experimental data
- Contributions to Publications
- References
- PUBLICATIONS
- State-independent experimental test of quantum contextuality
- The geometric measure of entanglement for symmetric states
- Compatibility and noncontextuality for sequential measurements
- Increasing the statistical significance of entanglement detection in experiments
- Asymptotically perfect discrimination in the LOCC paradigm
- MEMORY COST OF QUANTUM CONTEXTUALITY
- Entropic uncertainty relations and the stabilizer formalism
- Optimal inequalities for state-independent contextuality
- Typical local measurements in generalised probabilistic theories: emergence of quantum bipartite correlations
- Comment on “State-Independent Experimental Test of Quantum Contextuality in an Indivisible System”
- Certifying experimental errors in quantum experiments
- Tests against noncontextual models with measurement disturbances
- Bounding Temporal Quantum Correlations
- Bounding the quantum dimension with contextuality
- Sequences of projective measurements in generalizedprobabilistic models
- Systematic errors in current quantum state tomography tools
- Necessary and sufficient condition for quantum state-independent contextuality
- Quantum state-independent contextuality requires 13 rays
- Quantum correlations are stronger than all nonsignaling correlations produced by n-outcome measurements
- Analysing multiparticle quantum states
- Device-independent certification of a nonprojective qubit measurement
- Entanglement and extreme spin squeezing of unpolarized states
- Optimal witnessing of the quantum Fisher information with few measurements
- Memory cost for simulating all quantum correlations from the Peres–Mermin scenario
- Proposed experiment to test fundamentally binary theories
- Observation of Stronger-than-Binary Correlations with Entangled Photonic Qutrits
- Bound entangled states fit for robust experimentalverification