25 citations · 44 across the 23 of their papers we have counts for
5 papers · 1 filter
Two-Qubit Hilbert-Schmidt Separability Functions and Probabilities for Full-Dimensional Even-Dyson-Index Scenarios
Paul B. Slater
We extend the findings and analyses of our two recent studies (Phys. Rev. A, 75, 032326 [2007] and arXiv:0704.3723) by, first, obtaining numerical estimates of the separability fun…
Dyson-Index-Like Behavior of Bures Separability Functions
Paul B. Slater
We conduct a study based on the Bures (minimal monotone) metric, analogous to that recently reported for the Hilbert-Schmidt (flat or Euclidean) metric (arXiv:0704.3723v2). Among t…
Extended Fractal Fits to Riemann Zeros
Paul B. Slater
We extend to the first 300 Riemann zeros, the form of analysis reported by us in arXiv:math-ph/0606005, in which the largest study had involved the first 75 zeros. Again, we model…
Dyson Indices and Hilbert-Schmidt Separability Functions and Probabilities
Paul B. Slater
A confluence of numerical and theoretical results leads us to conjecture that the Hilbert-Schmidt separability probabilities of the 15- and 9-dimensional convex sets of complex and…
Qubit-Qubit and Qubit-Qutrit Separability Functions and Probabilities
Paul B. Slater
We list in increasing order -- 1/3, 3/8, 2/5, 135 pi/1024, 16/(3 pi^2), 3 pi/16, 5/8, 105 pi/512, 2 - 435 pi/1024, 11/16, 1 -- a number of exact two-qubit Hilbert-Schmidt (HS) sepa…