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- W2023709106 abstract "The Hamiltonian H of a quantum system of n particles is considered in spaces of functions that are transformed by multiple irreducible representations of a symmetry group of H, namely the direct product of the symmetric group by an arbitrary compact subgroup of the full rotation group. Sufficient conditions are found for the discrete spectrum of H to be infinite. The results obtained permit one in many cases to reduce this problem to that for an operator of a two-particle system. Bibliography: 18 titles." @default.
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- W2023709106 date "1976-02-28" @default.
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- W2023709106 title "ON THE INFINITENESS OF THE DISCRETE SPECTRUM OF THE ENERGY OPERATOR OF A SYSTEM OF<i>n</i>PARTICLES" @default.
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