DEPMAT - DEPARTAMENTO DE MATEMATICA E INFORMATICA-SÃO LUIS
Produção Intelectual
Artigos (11)
2021, FIGUEIREDO, GIOVANY M., Sandra Imaculada Moreira Neto, RUVIARO, RICARDO , Nonlinear perturbations of a periodic fractional Laplacian with supercritical growth, ISSN: 12303429
2021, DE OLIVEIRA, JOSÉ FRANCISCO, MIYAGAKI, OLÍMPIO H., Sandra Imaculada Moreira Neto , On a class of degenerate quasilinear elliptic equations with zero mass, ISSN: 17476933
2021, FIGUEIREDO, GIOVANY, Sandra Imaculada Moreira Neto, RUVIARO, RICARDO , Existence of least energy positive and nodal solutions for a quasilinear Schrödinger problem with potentials vanishing at infinity, ISSN: 00222488
2020, José Carlos de Oliveira Júnior, Sandra Imaculada Moreira Neto , Generalized quasilinear equations with sign-changing unbounded potential, ISSN: 1563504X
2018, MIYAGAKI, OLIMPIO H., Sandra Imaculada Moreira Neto, RUVIARO, RICARDO , QUASILINEAR ASYMPTOTICALLY LINEAR SCHRODINGER PROBLEM IN R^N WITHOUT MONOTONICITY, ISSN: 10726691
2018, MIYAGAKI, OLIMPIO HIROSHI, Sandra Imaculada Moreira Neto, RUVIARO, RICARDO , The first eigenvalue for a quasilinear Schrödinger operator and its application, ISSN: 00036811
2016, DO Ó, JOÃO MARCOS, MIYAGAKI, OLÍMPIO H., Sandra Imaculada Moreira Neto , On a Quasilinear Schrödinger Problem at Resonance, ISSN: 15361365
2015, MIYAGAKI, OLÍMPIO H., Sandra Imaculada Moreira Neto , Nonnegative solution for quasilinear Schrödinger equations that include supercritical exponents with nonlinearities that are indefinite in sign, ISSN: 0022247X
2015, FIGUEIREDO, GIOVANY M., MIYAGAKI, OLIMPIO H., Sandra Imaculada Moreira Neto , Nonlinear perturbations of a periodic Schrödinger equation with supercritical growth, ISSN: 00442275
Trabalho de Fim de Curso(2)
SEQUÊNCIAS DE NÚMEROS REAIS, CHRISTIAN JHONANTAN ALVES GARCIA ,
01/2028
SEPARAÇÃO DE VARIÁVEIS E A EQUAÇÃO DO CALOR, GUSTAVO HENRIQUE COLINS MARQUES ,
08/2022
Orientações de Pós-Graduação (9)
Mestrado, ERIVELTON MENDES CORREA, 08/2017
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Concluída em 07/2018
Mestrado, VILSON MORAIS DE SOUSA, 08/2017
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Concluída em 04/2018