Has experience working with Elliptic Partial Differential Equations Problems (Elliptics PDEs), once that he studied problems involving both, Laplacian and p-Laplacian operators, and sistems of order n. Now, he is a student of Mater's Degree in Mathematics at Federal University of Santa Maria, working with Elliptic PDEs Problems. (Source: Lattes Curriculum)
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This project is intended to study some classes of Choquard and Choquard-Schröndiger systems in dimensions greater than or equal to 1. We will study the existence and multiplicity of solutions for systems with Riesz kernels and indeterminate kernels with logarithmic growth. We will mainly focus on special solutions, for example of ground state type, minimum energy nodal solutions and solut…
In this project we study a class of Schröodinger-Poisson type problem, as well as, Choquard-Schröndiger-Poisson equation, planar and in higher dimensions. The study in planar presents a hardy difficullty, because the equation envolves a convolution of a function with logarithm. We are going to study in higher dimensions, some problems permit to recover the compactness, as well in plane.We…
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