Mickelsson lowering operators for the symplectic group
Adam M. Bincer
Abstract
Adam M. Bincer
Abstract
Elementary lowering operators for the symplectic group, for which a graphical algorithm was given by Mickelsson, are obtained in the form of tensor operators. The resultant simple analytic expressions are analogous to the corresponding ones found previously for the unitary and orthogonal groups.
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Elementary lowering operators for the symplectic group, for which a graphical algorithm was given by Mickelsson, are obtained in the form of tensor operators. The resultant simple analytic expressions are analogous to the corresponding ones found previously for the unitary and orthogonal groups.
Key concepts: Symplectic group, Symplectic geometry, Mathematics, Unitary state, Symplectic representation, Unitary group, Group (periodic table), Algebra over a field