
doi: 10.1063/1.528470
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). TFD allows a generalization of the uncertainty relation that accounts for both thermal and quantum fluctuations. The TCS is shown to be a minimal state for the generalized uncertainty relation.
Miscellaneous applications of functional analysis, minimal state for the generalized uncertainty relation, Quantum equilibrium statistical mechanics (general), thermo field dynamics, thermal and quantum fluctuations, Commutation relations and statistics as related to quantum mechanics (general), thermal coherent states
Miscellaneous applications of functional analysis, minimal state for the generalized uncertainty relation, Quantum equilibrium statistical mechanics (general), thermo field dynamics, thermal and quantum fluctuations, Commutation relations and statistics as related to quantum mechanics (general), thermal coherent states
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