Semiclassical approximations in phase space with coherent states. (Q2766238)

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scientific article; zbMATH DE number 1695698
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Semiclassical approximations in phase space with coherent states.
scientific article; zbMATH DE number 1695698

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    27 January 2002
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    Semiclassical approximations in phase space with coherent states. (English)
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    This paper the semiclassical limit of the coherent-state propagator in one dimension,starting from from path integral, is studied in a detailed way. Due to the overcompleteness of coherent states the path integral for the coherent-state propagator is not unique. The different possibilities are discussed with a comparison among them. The initial-value representation is derived and compared with other previous approaches
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