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Existence and regularity of 1D-solitons for a hyperelastic dispersive model
Keywords:
Hypereslactic equation, solitons, variational approach, mountain pass Theorem. (es)Downloads
We show the existence, regularity and analyticity of one-dimensional solitons for a dispersive type equation that models the deformations of a hyperelastic compressible plate. We follow a variational approach by characterizing solitons as critical points of a suitable functional. Our method involves the Mountain Pass Theorem.
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Copyright (c) 2015 Boletín de Matemáticas
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