Sobre una ecuación elíptica del tipo p(x)-Kirchhoff con términos fuente no local
DOI:
https://doi.org/10.15381/pes.v17i2.12495Keywords:
Espacio de Sobolev con exponente variable, Punto fijo, Método de Galerkin, Término no local.Abstract
En este trabajo demostramos la existencia de soluciones débiles de un problema del tipo p(x) Kirchhoff con término no local. Usando el método de Galerkin, el teorema del punto fijo en dimensión finita y la teoría de los Espacios de Sobolev con exponente variable, se establece el resultado.
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Copyright (c) 2014 Eugenio Cabanillas Lapa, Willy Barahona Martínez, Rocío De la Cruz Marcacuzco, Gabriel Rodríguez Varillas, Luis Macha Collotupa
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