Results 1 to 10 of about 1,720 (88)
GHZ states and PR boxes in the classical limit [PDF]
Entropy (Basel), 2016 A recent paper [1] argues that bipartite “PR-box” correlations, though designed to respect relativistic causality, in fact violate relativistic causality in the classical limit. As a test of Ref.
D. Rohrlich, Guy Hetzroni
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Unique factorization theorem for pure quantum states
Annals of Mathematics and Physics, 2023 In this paper we establish a unique factorization theorem for pure quantum states expressed in computational basis. We show that there always exists unique factorization for any given N-qubit pure quantum state in terms of the tensor product of non ...
Mehendale Dhananjay P
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Distillability and partial transposition in bipartite systems [PDF]
, 1999 Institut fu¨r Theoretische Physik, Universit¨at Hannover, D-30167 Hannover, Germany(February 1, 2008)We study the distillability of a certain class of bipartitedensity operators which can be obtained via depolarizationstarting from an arbitrary one.
W. Dür +3 more
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Quantum mechanics of orthogonal polynomials [PDF]
, 2017 We present a formulation of quantum mechanics based on orthogonal polynomials. The wavefunction is expanded over a complete set of square integrable basis in configuration space where the expansion coefficients are orthogonal polynomials in the energy ...
A. Alhaidari
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Exact analysis of gate noise effects on non-adiabatic transformations of spin-orbit qubits [PDF]
, 2017 We considered various types of potential noise in gates controlling nonadiabatic holonomic transformations of spin-qubits in one and two dimensional systems with the Rashba interaction.
Lara Ulvcakar, Anton Ramvsak
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Time boundary terms and Dirac constraints [PDF]
, 2011 Time boundary terms usually added to action principles are systematically handled in the framework of Dirac’s canonical analysis. The procedure begins with the introduction of the boundary term into the integral Hamiltonian action and then the resulting ...
G. Alejandro
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Star-quantization of an infinite wall [PDF]
, 2005 In deformation quantization (a.k.a. the WignerWeylMoyal formulation of quantum mechanics), we consider a single quantum particle moving freely in one dimension, except for the presence of one infinite potential wall.
S. Kryukov, M. Walton
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Why the quantitative condition fails to reveal quantum adiabaticity
New Journal of Physics, 2014 The quantitative adiabatic condition (QAC), or quantitative condition, is a convenient ( a priori ) tool for estimating the adiabaticity of quantum evolutions. However, the range of the applicability of QAC is not well understood.
Dafa Li, Man-Hong Yung
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Phase-space description of the coherent state dynamics in a small one-dimensional system
Open Physics, 2016 The Wigner-Moyal approach is applied to investigate the dynamics of the Gaussian wave packet moving in a double-well potential in the ‘Mexican hat’ form.
Kaczor Urszula +4 more
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Pseudohermitian Hamiltonians, time-reversal invariance and Kramers degeneracy [PDF]
, 2002 A necessary and sufficient condition in order that a (diagonalizable) pseudohermitian operator admits an antilinear symmetry T such that T^{2}=-1 is proven.
Bender +14 more
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