Generalized coherent states as eigenstates of linearized quadratic Casimir operators
H A Schmitt; A Mufti; H A Schmitt; Naval Warfare Assessment Center, Pomona, CA, USA; A Mufti; Naval Warfare Assessment Center, Pomona, CA, USA
Журнал:
Journal of Physics A: Mathematical and General
Дата:
1990-09-07
Аннотация:
It is shown that the generalized coherent states for several groups and a supergroup are eigenstates of the linearized quadratic Casimir operator of the associated algebra or superalgebra. These operators may be useful in the study of geometrical phases.
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