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quant-ph2003
Metric-dependent probabilities that two qubits are separable
Paul B. Slater
In a previous study (quant-ph/0207181), we formulated a conjecture that arbitrarily coupled qubits (describable by 4 x 4 density matrices) are separable with an a priori probabilit…
quant-ph2003★ 1 cited
Bures/statistical distinguishability probabilities of triseparable and biseparable Eggeling-Werner States
Paul B. Slater
In a number of previous studies, we have investigated the use of the volume element of the Bures (minimal monotone) metric -- identically, one-fourth of the statistical distinguish…
quant-ph2003
The Brody-Hughston Fisher Information Metric
Paul B. Slater
We study the interrelationships between the Fisher information metric recently introduced, on the basis of maximum entropy considerations, by Brody and Hughston (quant-ph/9906085)…