Results 261 to 270 of about 18,349,524 (294)
Some of the next articles are maybe not open access.
Physical Review A, 1992
The nonlinear Mach-Zehnder interferometer is presented as a device whereby a pair of coherent states can be transformed into an entangled superposition of coherent states for which the notion of entanglement is generalized to include nonorthogonal, but distinct, component states. Each mode is directed to a homodyne detector.
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The nonlinear Mach-Zehnder interferometer is presented as a device whereby a pair of coherent states can be transformed into an entangled superposition of coherent states for which the notion of entanglement is generalized to include nonorthogonal, but distinct, component states. Each mode is directed to a homodyne detector.
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Quantum Coherent Operators: A Generalization of Coherent States
Letters in Mathematical Physics, 1991The paper introduces a technique to compare different, but related, quantum systems, there by generating the way that coherent states are used to compare quantum systems to classical systems in semiclassical analysis. Then this technique is used to estimate the dependence of the free energy of the quantum Heisenberg model on the spin value, and to ...
Lieb, Elliott H., Solovej, Jan Philip
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2014
Abstract This chapter defines and determines the properties of the important (though non-physical) boson and fermion coherent states, which are specified in terms of c-number (bosons) or Grassmann (fermions) variables and their complex conjugates, and defined via unitary displacement operators acting on the vacuum state.
Tom Lancaster, Stephen J. Blundell
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Abstract This chapter defines and determines the properties of the important (though non-physical) boson and fermion coherent states, which are specified in terms of c-number (bosons) or Grassmann (fermions) variables and their complex conjugates, and defined via unitary displacement operators acting on the vacuum state.
Tom Lancaster, Stephen J. Blundell
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Coherent states and the -representation
Journal of Physics A: Mathematical and General, 1997Summary: Commuting translations in the phase plane are shown to be observables that are canonically conjugate to the annihilation operator of the harmonic oscillator states. The eigenfunctions and the eigenvalues of these commuting operators form the \(kq\)-representation. The eigenfunctions of the annihilation operator are the coherent states.
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Coherent state operators, giant gravitons, and gauge-gravity correspondence
Annals of Physics, 2023Hai Lin
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Coherent states for arbitrary Lie group
Communications in Mathematical Physics, 1972A M Perelomov
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Entangled coherent states created by mixing squeezed vacuum and coherent light
Optica, 2019Lior Cohen +2 more
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Superposed graphene coherent states
Chinese Journal of Physics, 2020Amin Motamedinasab, Azam Anbaraki
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Hilbert spaces of analytic functions and generalized coherent states Available to Purchase
Journal of Mathematical Physics, 1976D D Coon
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