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The groupoid of bifractional transformations

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arxiv 1706.03557 v1 pith:T7A65HCH submitted 2017-06-12 quant-ph

The groupoid of bifractional transformations

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keywords bifractionalcoherentformalismfunctionsquantitiesstatesstudiedtransformations
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Bifractional transformations which lead to quantities that interpolate between other known quantities, are considered. They do not form a group, and groupoids are used to described their mathematical structure. Bifractional coherent states and bifractional Wigner functions are also defined. The properties of the bifractional coherent states are studied. The bifractional Wigner functions are used in generalizations of the Moyal star formalism. A generalized Berezin formalism in this context, is also studied.

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