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Название: A generalization of Rayleigh's theorem for the infinite harmonic crystal
Автор: Leo van Hemmen
Аннотация:
We show that if one replacesN masses in an infinite harmonic, perfect-dimensional crystal byN 1 lighter andN 2 heavier ones such thatN 1+ N2 =N is finite, then one introduces at most vN1 (isolated) bound states. This can be considered as an extension of the results of Romerio and Wreszinski.