artículo
On regions of existence and nonexistence of solutions for a system of p-q-Laplacians
Fecha
2006Registro en:
0921-7134
WOS:000237742100001
Autor
Clement, Philippe
Garcia Huidobro, Marta
Guerra, Ignacio
Manasevich, Raul
Institución
Resumen
We give a new region of existence of solutions to the superhomogeneous Dirichlet problem -Delta(p)u = nu(delta), nu > 0 in B, -Delta(q)v = u(mu), u > 0 in B, u = v = 0 on partial derivative B, where B is the ball of radius R > 0 centered at the origin in R-N. Here delta, mu > 0 and Delta(m)u = div(\del u\m(-2)del u) is the m-Laplacian operator for m > 1.