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- W2069948293 abstract "Useful and new representations of the transfer matrices are explicitly obtained for systems with and without time reversal or spin rotation symmetries. In the symplectic, orthogonal, and unitary cases, the whole group of transfer matrices contains a compact and a noncompact subgroup, and the generalized Bargman’s polar parametrization is obtained in a straightforward way. It is shown that the transfer matrices used by Luttinger, to prove the Saxon–Hutner conjecture on the forbidden energy levels, belong to the noncompact Sp(2,𝒞) subgroup." @default.
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- W2069948293 title "Symmetries, parametrization, and group structure of transfer matrices in quantum scattering theory" @default.
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