Accepted Paper

Inserted: 28 mar 2017
Last Updated: 25 may 2017

Journal: Journal of Differential Equations
Year: 2017

Abstract:

The paper deals with the existence of multiple solutions for a boundary value problem driven by the magnetic fractional Laplacian $(-\Delta)_{A}^{s}$ We prove that the problem admits at least two nontrivial weak solutions under two different sets of conditions on the nonlinear term $f$ which are dual in a suitable sense.

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