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This document summarizes a research article that studies the existence and multiplicity of solutions to a nonlinear Schrödinger equation with nonlocal regional diffusion. The equation involves a fractional Laplacian operator with a range of scope determined by a function ρ. The authors consider three classes of ρ functions - periodic, asymptotically periodic, and those with a finite number of global minima. They prove existence of solutions under certain assumptions on ρ and the nonlinearity f in the equati
- Author
- cesar576
- Language
- EN