Results 221 to 230 of about 139,403 (260)
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Stability of coherent states

Journal of Physics A: Mathematical and General, 1985
The definition of coherent states for an arbitrary Lie group G is reviewed in the first two sections, and the original Glauber coherent states are exhibited as the particular case in which G is the Weyl group. The question of how the formalism is altered under perturbations of the Hamiltonian is addressed in section 3.
G. D'ARIANO   +2 more
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Generalized coherent states and generalized squeezed coherent states

Physical Review D, 1985
Roy and Virendra Singh showed that the harmonic oscillator possesses an infinite string of exact shape-preserving coherent wave-packet states \ensuremath{\Vert}n,\ensuremath{\alpha}〉 having classical motion. In this paper it is shown that the states \ensuremath{\Vert}n,\ensuremath{\alpha}〉 could be obtained from the coherent state \ensuremath{\Vert ...
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Coherent and thermal coherent state

Journal of Mathematical Physics, 1989
The characterization of coherent states as the quantum states that split into two uncorrelated beams is considered. The characterization leads to the study of coherent states at finite temperature—thermal coherent states (TCS’s). These TCS’s are defined within the formalism of thermo field dynamics (TFD).
Mann, A.   +4 more
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Entangled coherent states

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 Mth Coherent State

International Journal of Theoretical Physics, 2019
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Coherent states and the -representation

Journal of Physics A: Mathematical and General, 1997
Summary: 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 States

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.
Bryan J. Dalton   +2 more
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Coherent States

2023
Chon-Fai Kam   +2 more
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Superposed graphene coherent states

Chinese Journal of Physics, 2020
Amin Motamedinasab, Azam Anbaraki
exaly  

Entangled coherent states created by mixing squeezed vacuum and coherent light

Optica, 2019
Yonatan Israel   +2 more
exaly  

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