Capitulo de libro
SPIKE PATTERNS IN THE SUPER-CRITICAL BAHRI-CORONS PROBLEM
VARIATIONAL AND TOPOLOGICAL METHODS IN THE STUDY OF NONLINEAR PHENOMENA
Autor
Del Pino Manresa, Manuel Adrian
Felmer Aichele, Patricio Luis
Musso Polla, Monica
Institución
Resumen
This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter.This paper deals with the construction of solutions of the problem
?????????u=uN+2N?2+?u>0u=0in?in?on??
{??u=uN+2N?2+?in?u>0in?u=0on??
where ? is a smooth, bounded domain in ? N , N ? 3, and ? > 0 is a small parameter. FONDECYT 134 FONDECYT