A result of existence of a nonnegative and a nontrivial solution is proved via critical point theorems for non smooth functionals. The equation considered presents a convex part and a nonlinearity which changes sign. -

Magrone, P. (2014). Minimax Solutions For A Problem With Sign Changing Nonlinearity And Lack Of Strict Convexity. LE MATEMATICHE, LXIX(II), 12 [10.4418/2014.69.2.14].

Minimax Solutions For A Problem With Sign Changing Nonlinearity And Lack Of Strict Convexity

Magrone Paola
2014-01-01

Abstract

A result of existence of a nonnegative and a nontrivial solution is proved via critical point theorems for non smooth functionals. The equation considered presents a convex part and a nonlinearity which changes sign. -
2014
Magrone, P. (2014). Minimax Solutions For A Problem With Sign Changing Nonlinearity And Lack Of Strict Convexity. LE MATEMATICHE, LXIX(II), 12 [10.4418/2014.69.2.14].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11590/139927
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