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- W1519998301 abstract "We discuss the variety of coordinates often used to characterize the coherent state classical limit of an algebraic model. We show selection of appropriate coordinates naturally motivates a procedure to generate a single particle Schrodinger hamiltonian which, for low energy states, gives equivalent results to a bosonic algebraic model to leading order in $N$. The process is used to study the associated geometries of the dynamical symmetries of U(3). By demanding that the inner product be preserved in the Schrodinger picture we conclude that different dynamical symmetries correspond to different scales." @default.
- W1519998301 created "2016-06-24" @default.
- W1519998301 creator A5048474728 @default.
- W1519998301 date "2000-05-15" @default.
- W1519998301 modified "2023-09-27" @default.
- W1519998301 title "Algebraic Models: Coordinates, Scales, and Dynamical Symmetries" @default.
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