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  1. 1 Acta Physica Polonica A

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  1. 1 1994

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  1. 1 Klauder J.

  2. 1 Tomé W.

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Universal Propagator for Group-Related Coherent States

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Klauder J., Tomé W.
Acta Physica Polonica A
|
1994
|
vol. 85
|
issue 4
655-666
EN
In earlier work universal propagators were introduced for the Heisenberg -Weyl group, the affine group, and the rotation group. By generalizing these constructions we show here that it is possible to introduce a universal propagator for a rather general unitary Lie group. In the context of coherent-state representations, the universal propagator is a single function independent of any particular choice of fiducial vector, which nonetheless, propagates all coherent state Hilbert space representatives correctly.
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