A very interesting area of nonlinear analysis lies in the study of elliptic equations involving fractional operators. Recently, a great attention has been focused on these problems, both for the pure mathematical research and in view of concrete real–world applications. Indeed, these types of operators appear in a quite natural way in different contexts, such as the description of several physical phenomena. In this note we study nonlieae equations involving fractional operators.
Variational and Topological Methods for Nonlocal Fractional Periodic Equations
Molica Bisci, Giovanni
2018-01-01
Abstract
A very interesting area of nonlinear analysis lies in the study of elliptic equations involving fractional operators. Recently, a great attention has been focused on these problems, both for the pure mathematical research and in view of concrete real–world applications. Indeed, these types of operators appear in a quite natural way in different contexts, such as the description of several physical phenomena. In this note we study nonlieae equations involving fractional operators.File in questo prodotto:
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