
doi: 10.3390/e10030240
handle: 10481/32826 , 10533/142545
We explicitly obtain here a novel expression for the semiclassical Wehrl’s entropy using deformed algebras built up with the q¡coherent states (see Arik and Coon [J.Math.Phys. 17, 524 (1976) and Quesne [J. Phys. A 35, 9213 (2002)]). The generalization is investigated with emphasis on i) its behavior as a function of temperature and ii) the results obtained when the deformation-parameter tends to unity.
Science, Physics, QC1-999, Q, coherent states, Astrophysics, QB460-466, Deformed algebra, Coherent states, Quantum equilibrium statistical mechanics (general), Wehrl entropy, deformed algebra, Ciencias Exactas, Husimi distributions
Science, Physics, QC1-999, Q, coherent states, Astrophysics, QB460-466, Deformed algebra, Coherent states, Quantum equilibrium statistical mechanics (general), Wehrl entropy, deformed algebra, Ciencias Exactas, Husimi distributions
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