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Localised time-periodic solutions of discrete nonlinear Klein-Gordon systems with convex on-site potentials (2011.09738v2)

Published 19 Nov 2020 in nlin.PS and math.DS

Abstract: The existence of nonzero localised periodic solutions for general one-dimensional discrete nonlinear Klein-Gordon systems with convex on-site potentials is proved. The existence problem of localised solutions is expressed in terms of a fixed point equation for an operator on some appropriate function space which is solved by means of Schauder's Fixed Point Theorem.

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