Results 21 to 30 of about 1,361 (91)

The quantum Chernoff bound as a measure of distinguishability between density matrices: application to qubit and Gaussian states [PDF]

, 2007
Hypothesis testing is a fundamental issue in statistical inference and has been a crucial element in the development of information sciences. The Chernoff bound gives the minimal Bayesian error probability when discriminating two hypotheses given a large
A. Acin, C. W. Helstrom, D. Petz, E. Bagan, I. Bengtsson, J. A. Bergou, J. Calsamiglia, Ll. Masanes, M. A. Nielsen, M. Hayashi, R. Muñoz-Tapia, T. M. Cover   +11 more
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A Note on Type 2 Degenerate Poly-Fubini Polynomials and Numbers

, 2020
. In this paper, we construct the degenerate poly-Fubini polynomials, called the type 2 degenerate poly-Fubini polynomials, by using the modified degenerate polyexponential function and derive several properties on the degenerate poly-Fubini polynomials ...
W. Khan
semanticscholar   +1 more source

Geometry of spin coherent states

, 2017
Spin states of maximal projection along some direction in space are called (spin) coherent, and are, in many aspects, the "most classical" available. For any spin $s$, the spin coherent states form a 2-sphere in the projective Hilbert space $\mathbb{P ...
Chryssomalakos, Chryssomalis, Guzman, Edgar, Serrano-Ensástiga, Eduardo   +2 more
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Analytic structure of the S-matrix for singular quantum mechanics [PDF]

, 2015
The analytic structure of the S-matrix of singular quantum mechanics is examined within a multichannel framework, with primary focus on its dependence with respect to a parameter (Ω) that determines the boundary conditions.
Alliluev S. P., Carlos A. García Canal, Forsyth A. R., Garnett J., Horacio E. Camblong, Huner Fanchiotti, Jackiw R., Luis N. Epele, Needham T., Ng T. W.   +9 more
core   +4 more sources

Group Theory of Non-Abelian Vortices

, 2010
We investigate the structure of the moduli space of multiple BPS non-Abelian vortices in U(N) gauge theory with N fundamental Higgs fields, focusing our attention on the action of the exact global (color-flavor diagonal) SU(N) symmetry on it.
A Gorsky, A Hanany, A Hanany, ACW Kotcheff, D Dorigoni, K Hashimoto, K Itoh, Keisuke Ohashi, Kenichi Konishi, L Ferretti, M Bando, M Bando, M Bando, M Bordemann, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Eto, M Nitta, M Nitta, M Shifman, M Shifman, MA Luty, Minoru Eto, Muneto Nitta, N Seiberg, N Seiberg, NA Nekrasov, NJ Hitchin, R Auzzi, R Auzzi, R Auzzi, SB Gudnason, SB Gudnason, Sven Bjarke Gudnason, T Fujimori, Toshiaki Fujimori, W Buchmüller, Y Isozumi, Yunguo Jiang   +49 more
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Jain states on a torus: an unifying description [PDF]

, 2004
We analyze the modular properties of the effective CFT description for Jain plateaux corresponding to the fillings nu=m/(2pm+1). We construct its characters for the twisted and the untwisted sector and the diagonal partition function.
Cristofano, Gerardo, Marotta, Vincenzo, Niccoli, Giuliano   +2 more
core   +2 more sources

Infinite Symmetry in the Quantum Hall Effect

, 1992
Free planar electrons in a uniform magnetic field are shown to possess the symmetry of area-preserving diffeomorphisms ($W$-infinity algebra). Intuitively, this is a consequence of gauge invariance, which forces dynamics to depend only on the flux.
Alvarez-Gaume, Andrea Cappelli, Bakas, Belavin, Cabo, Cappelli, Carlo A. Trugenberger, Cristofano, Cristofano, Cristofano, Dunne, Dunne, Fano, Felder, Felder, Fradkin, Fröhlich, Fröhlich, Fröhlich, Fubini, Fubini, Ghandour, Girvin, Girvin, Girvin, Goldstein, Greiter, Guillermo R. Zemba, Haldane, Haldane, Haldane, Halperin, Iso, Itzykson, Jackiw, Jain, Laughlin, Laughlin, Laughlin, Lopez, Lütken, Moore, Moore, Pope, Pruisken, Stone, Stone, Treiman, Trugman, Wen, Witten, Wu   +51 more
core   +1 more source

Lines on projective varieties and applications [PDF]

, 2011
The first part of this note contains a review of basic properties of the variety of lines contained in an embedded projective variety and passing through a general point.
A. Bertram, A. Terracini, C. Segre, D. Mumford, E. Strickland, F. Russo, F.L. Zak, F.L. Zak, Francesco Russo, G. Scorza, G. Scorza, J. Kollár, J.M. Hwang, J.M. Hwang, J.M. Hwang, J.M. Hwang, J.M. Hwang, J.M. Hwang, J.M. Landsberg, J.M. Landsberg, L. Bǎdescu, L. Fiore Di, O. Debarre, P. Griffiths, P. Ionescu, P. Ionescu, R. Hartshorne, S. Mori, T.A. Ivey, V. Gennaro Di, W. Fulton   +30 more
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Quantized Nambu-Poisson Manifolds and n-Lie Algebras

, 2010
We investigate the geometric interpretation of quantized Nambu-Poisson structures in terms of noncommutative geometries. We describe an extension of the usual axioms of quantization in which classical Nambu-Poisson structures are translated to n-Lie ...
Christian Sämann, Filippov V. T., Hoppe J., Joshua DeBellis, Kostant B., Richard J. Szabo, Souriau J.-M., Woodhouse N. M. J.   +7 more
core   +1 more source

Global integration of the Schr\"odinger equation: a short iterative scheme within the wave operator formalism using discrete Fourier transforms

, 2015
A global solution of the Schr\"odinger equation for explicitly time-dependent Hamiltonians is derived by integrating the non-linear differential equation associated with the time-dependent wave operator.
Jolicard, Georges, Leclerc, Arnaud
core   +3 more sources