Titlebook: Coherent Statesand Their Applications; A Contemporary Panor Jean-Pierre Antoine,Fabio Bagarello,Jean-Pierre Ga Conference proceedings 2018

蛛丝

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Coherent Spaces,ty, closure under displacement transformations, closure under time evolution transformations, etc.). The set of all coherent spaces is a distributive lattice and also a Boolean ring (Stone’s formalism). The work provides the theoretical foundation, for the description of quantum devices that operate with coherent states and their superpositions.

Gingivitis

Lacerate

Coherent States in Fermionic Fock-Krein Spaces and Their Amplitudes,lows for their application in topological or functorial quantum field theory and more specifically in general boundary quantum field theory. In this context we derive a universal formula for the amplitude of a coherent state in linear field theory on an arbitrary manifold with boundary.

Motilin

,Two Dimensional de Sitter Spinors and Their ,(2, ,) Covariance,ication is helpful in characterizing the de Sitter covariance of Dirac fields on the two-dimensional de Sitter spacetime or its double covering and opens the possibility to study CFT on that manifolds.

轻快来事

,Coherent States and Their Generalizations for a Charged Particle in a Magnetic Field,t have been constructed for the past 50 years. Although the main attention is paid to the Gaussian states, various families of non-Gaussian states are also discussed, and the list of relevant references is provided.

inventory

Automatische Programmerzeugung,In the paper we investigate a system of nonlinearly coupled harmonic oscillators in the quantum as well as classical mechanics frameworks. Combining the Marsden-Weinstein reduction procedure with the quantum reduction procedure we construct coherent states map for this system and find explicit expression for the suitable reproducing measure.

tic-douloureux

Piezo- und Pyroelektrische EffekteWe prove that on a symplectic manifold ., every star-product . is cohomologuous to a tracial one i.e.

树木中

myalgia

On Strongly Closed and Tracial Star-Products on Poisson Manifolds,We prove that on a symplectic manifold ., every star-product . is cohomologuous to a tracial one i.e.