Calculus of Variations and Geometric Measure Theory

V. Ambrosio - F. Essebei

Multiple solutions for double phase problems in $\mathbb{R}^n$ via Ricceri's principle

created by essebei on 26 Oct 2022
modified on 11 Jul 2023

[BibTeX]

Published Paper

Inserted: 26 oct 2022
Last Updated: 11 jul 2023

Journal: Journal of Mathematical Analysis and Applications
Year: 2023

Abstract:

In this paper we establish some multiplicity results for double phase problems in $\R^n$ involving different types of nonlinearities. Our approach is based on Ricceri's principle, suitable truncation arguments and Moser iterations.

Keywords: Moser iteration, double phase problems, Ricceri's principle


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