Preprint
Inserted: 1 jan 2024
Last Updated: 1 jan 2024
Year: 2024
Abstract:
We are concerned with the existence of normalized solutions for a class of generalized Chern-Simons-Schrödinger type problems with supercritical exponential growth. Under suitable assumptions, combining the constrained minimization approach together with the homotopy stable family and elliptic regularity theory, we obtain that the problem has at least a ground state solution.
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