In this paper we study the local behavior near zero for solutions of second-order nonlinear partial differential equations involving them-Laplacian operator. To this end, we study the local behavior near zero for solutions of second-order ordinary differential equations.We extend the work of J. Serrin and H. Zou to more general equations involving the m-Laplacian operator.
Local behaviour for the solution of a second order nonlinear differential equation
SALVATORI, Maria Cesarina;VITILLARO, Enzo
1996
Abstract
In this paper we study the local behavior near zero for solutions of second-order nonlinear partial differential equations involving them-Laplacian operator. To this end, we study the local behavior near zero for solutions of second-order ordinary differential equations.We extend the work of J. Serrin and H. Zou to more general equations involving the m-Laplacian operator.File in questo prodotto:
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