instituto de matemáticas universidad de sevilla
Antonio de Castro Brzezicki
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The method of the Nehari manifold with applications to elliptic partial differential equations.
Seminario Doctorado
Actividad del Programa de Doctorado
When a functional defined in a Banach space is differentiable, it is possible to define a set called ''Nehari Manifold'', whose properties are suitable to the study of existence of critical points of the referred functional. In this talk, we will present an abstract method, based on the Nehari manifold, to find critical points of differentiable functionals (not necessarily bounded from above or from below) and we will see how to use it to solve variational elliptic problems.



 

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