383 citations · 4.5k across the 82 of their papers we have counts for
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Comment on "Gleason-Type Theorem for Projective Measurements, Including Qubits" by F. De Zela
Michael J. W. Hall
It has recently been claimed by De Zela that Gleason's theorem, for probability measures on the lattice of projection operators, can be extended to qubits by adding assumptions rel…
Reference frame independent Einstein-Podolsky-Rosen steering
Sabine Wollmann, Michael J. W. Hall, Raj B. Patel +2
Protocols for testing or exploiting quantum correlations-such as entanglement, Bell nonlocality, and Einstein-Podolsky-Rosen steering- generally assume a common reference frame bet…
Anisotropic invariance and the distribution of quantum correlations
Shuming Cheng, Michael J. W. Hall
We report the discovery of two new invariants for three-qubit states which, similarly to the 3-tangle, are invariant under local unitary transformations and permutations of the par…
Measurement-Device-Independent Approach to Entanglement Measures
Farid Shahandeh, Michael J. W. Hall, Timothy C. Ralph
Within the context of semiquantum nonlocal games, the trust can be removed from the measurement devices in an entanglement-detection procedure. Here we show that a similar approach…
Volume monogamy of quantum steering ellipsoids for multi-qubit systems
Shuming Cheng, Antony Milne, Michael J. W. Hall +1
The quantum steering ellipsoid can be used to visualise two-qubit states, and thus provides a generalisation of the Bloch picture for the single qubit. Recently, a monogamy relatio…
Trust-free verification of steering: why you can't cheat a quantum referee
Michael J. W. Hall
It was believed until recently that the verification of quantum entanglement and quantum steering, between two parties, required trust in at least one of the parties and their devi…
Products of weak values: uncertainty relations, complementarity and incompatibility
Michael J. W. Hall, Arun Kumar Pati, Junde Wu
The products of weak values of quantum observables are shown to be of value in deriving quantum uncertainty and complementarity relations, for both weak and strong measurement stat…