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Nontrivial solutions for a Robin problem with a nonlinear term asymptotically linear at — ∞ and superlinear at + ∞
Soluciones no triviales para un problema de Robin con un término no lineal asintótico en — ∞ y superlineal en + ∞
Palabras clave:
Robin problems, weak solutions, Sobolev spaces, functional, Palais-Smale condition, critical points, 2000 Mathematics Subject Classification. 35J67, 35J25, 35J60 (en)Problemas de Robin, soluciones débiles, espacios de Sobolev, funcionales, condición de Palais-Smale, puntos críticos (es)
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Abstract. In this paper we study the existence of solutions for a Robin problem, with a nonlinear term with subcritical growth respect to a variable
En este artículo estudiamos la existencia de soluciones de un problema de Robin, con término no lineal con crecimiento subcrítico respecto a una variable.
Referencias
Arcoya, D., and Villegas, S. Nontrivial solutions for a Neumann problem with a nonlinear term asymptotically linear at — ∞ and superlinear at + ∞. M ath.-Z 219, 4 (1995), 499-513.
Castro, R. A. Convergencia de dos sucesiones. Rexnsta Integración-UIS 23, 2 (2005), 41-44.
Castro, R. A. Regularity of the solutions for a Robin problem and some applications. Revista Colombiana de Matemáticas (2008). Este volumen.
De Figueiredo, D. G. On superlinear elliptic problems with nonlinearities interacting only with higher eigenvalues. Rocky Mountain Journal of Mathematics 18, 2 (1988), 287-303.
Evans, L. C., and Gariepy, R. F. Lectures notes on measure theory and fine properties of functions. University of Kentucky, Kentucky, 1992. Department of Mathematics.
Silva, E. A. Linking theorems and applications to semilinear elliptic problems at reso nance. Nonlinear Analysis, Theory, Methods & Applications 16, 5 (1991), 455—477.
