Radial solutions of certain degenerate p-Laplace equations are shown to be sign-constant, monotone, and often trivial, under integral conditions obtained from Opial-type inequalities.
Bidaut-V´ eron, M
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On maximum principles for radial solutions to nonlinear elliptic PDE's via Opial-type inequalities
Radial solutions of certain degenerate p-Laplace equations are shown to be sign-constant, monotone, and often trivial, under integral conditions obtained from Opial-type inequalities.