Hugo Ricardo Nabais Tavares
AuthID: R-000-626
21
TITLE: Least energy nodal solutions of Hamiltonian elliptic systems with Neumann boundary conditions Full Text
AUTHORS: Saldaña, A; Tavares, H;
PUBLISHED: 2018, SOURCE: Journal of Differential Equations, VOLUME: 265, ISSUE: 12
AUTHORS: Saldaña, A; Tavares, H;
PUBLISHED: 2018, SOURCE: Journal of Differential Equations, VOLUME: 265, ISSUE: 12
IN MY: 
ORCID | 
CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE22
TITLE: PATHS TO UNIQUENESS OF CRITICAL POINTS AND APPLICATIONS TO PARTIAL DIFFERENTIAL EQUATIONS
AUTHORS: Bonheure, D; Foldes, J; Dos Santos, EM; Saldana, A; Tavares, H;
PUBLISHED: 2018, SOURCE: TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, VOLUME: 370, ISSUE: 10
AUTHORS: Bonheure, D; Foldes, J; Dos Santos, EM; Saldana, A; Tavares, H;
PUBLISHED: 2018, SOURCE: TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, VOLUME: 370, ISSUE: 10
IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE23
TITLE: Least energy nodal solutions of Hamiltonian elliptic systems with Neumann boundary conditions Full Text
AUTHORS: Saldana, A; Tavares, H;
PUBLISHED: 2018, SOURCE: JOURNAL OF DIFFERENTIAL EQUATIONS, VOLUME: 265, ISSUE: 12
AUTHORS: Saldana, A; Tavares, H;
PUBLISHED: 2018, SOURCE: JOURNAL OF DIFFERENTIAL EQUATIONS, VOLUME: 265, ISSUE: 12
INDEXED IN: 
WOS
WOS IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE24
TITLE: Dividing the circle
AUTHORS: Freitas, PJ; Tavares, H;
PUBLISHED: 2018, SOURCE: College Mathematics Journal, VOLUME: 49, ISSUE: 3
AUTHORS: Freitas, PJ; Tavares, H;
PUBLISHED: 2018, SOURCE: College Mathematics Journal, VOLUME: 49, ISSUE: 3
IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE25
TITLE: Spiked solutions for Schrodinger systems with Sobolev critical exponent: the cases of competitive and weakly cooperative interactions Full Text
AUTHORS: Pistoia, A; Tavares, H;
PUBLISHED: 2017, SOURCE: JOURNAL OF FIXED POINT THEORY AND APPLICATIONS, VOLUME: 19, ISSUE: 1
AUTHORS: Pistoia, A; Tavares, H;
PUBLISHED: 2017, SOURCE: JOURNAL OF FIXED POINT THEORY AND APPLICATIONS, VOLUME: 19, ISSUE: 1
IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE26
TITLE: Extremality Conditions and Regularity of Solutions to Optimal Partition Problems Involving Laplacian Eigenvalues Full Text
AUTHORS: Ramos, M; Tavares, H; Terracini, S;
PUBLISHED: 2016, SOURCE: ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, VOLUME: 220, ISSUE: 1
AUTHORS: Ramos, M; Tavares, H; Terracini, S;
PUBLISHED: 2016, SOURCE: ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, VOLUME: 220, ISSUE: 1
INDEXED IN: 
Scopus WOS
Scopus WOS IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE27
TITLE: Hölder bounds and regularity of emerging free boundaries for strongly competing Schrödinger equations with nontrivial grouping Dedicated to Prof. Juan Luis Vázquez with deep admiration and respect
AUTHORS: Soave, N; Tavares, H; Terracini, S; Zilio, A;
PUBLISHED: 2016, SOURCE: Nonlinear Analysis, Theory, Methods and Applications, VOLUME: 138
AUTHORS: Soave, N; Tavares, H; Terracini, S; Zilio, A;
PUBLISHED: 2016, SOURCE: Nonlinear Analysis, Theory, Methods and Applications, VOLUME: 138
INDEXED IN: Scopus
Scopus IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE28
TITLE: Ground States for a Nonlinear Schrodinger System with Sublinear Coupling Terms
AUTHORS: Filipe Oliveira ; Hugo Tavares;
PUBLISHED: 2016, SOURCE: ADVANCED NONLINEAR STUDIES, VOLUME: 16, ISSUE: 2
AUTHORS: Filipe Oliveira ; Hugo Tavares;
PUBLISHED: 2016, SOURCE: ADVANCED NONLINEAR STUDIES, VOLUME: 16, ISSUE: 2
IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE29
TITLE: Holder bounds and regularity of emerging free boundaries for strongly competing Schrodinger equations with nontrivial grouping Full Text
AUTHORS: Soave, N; Tavares, H; Terracini, S; Zilio, A;
PUBLISHED: 2016, SOURCE: NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, VOLUME: 138
AUTHORS: Soave, N; Tavares, H; Terracini, S; Zilio, A;
PUBLISHED: 2016, SOURCE: NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, VOLUME: 138
INDEXED IN: WOS 
CrossRef
WOS CrossRef IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE30
TITLE: New existence and symmetry results for least energy positive solutions of Schrodinger systems with mixed competition and cooperation terms Full Text
AUTHORS: Soave, N; Tavares, H;
PUBLISHED: 2016, SOURCE: JOURNAL OF DIFFERENTIAL EQUATIONS, VOLUME: 261, ISSUE: 1
AUTHORS: Soave, N; Tavares, H;
PUBLISHED: 2016, SOURCE: JOURNAL OF DIFFERENTIAL EQUATIONS, VOLUME: 261, ISSUE: 1
IN MY: ORCID | CIÊNCIAVITAE
ORCID | CIÊNCIAVITAE