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de Lima, Eudes Leite

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Author ID: de-lima.eudes-leite Recent zbMATH articles by "de Lima, Eudes Leite"
Published as: De Lima, Eudes L.; de Lima, Eudes L.; de Lima, Eudes Leite
Documents Indexed: 19 Publications since 2016
all top 5

Co-Authors

1 single-authored
17 de Lima, Henrique F.
5 Lima, Eraldo Almeida jun.
5 Medeiros, Adriano A.
4 Dos Santos, Fábio Reis
3 Cunha, Antonio W.
3 Velásquez, Marco Antonio Lázaro
1 Aquino, Cicero Pedro
1 Colares, Antonio Gervásio
1 Fernandes de Lima, Henrique
1 Ramalho, André F. A.
all top 5

Serials

2 Results in Mathematics
1 Journal of Mathematical Analysis and Applications
1 Studia Mathematica
1 Beiträge zur Algebra und Geometrie
1 Archiv der Mathematik
1 Commentationes Mathematicae Universitatis Carolinae
1 Czechoslovak Mathematical Journal
1 Hokkaido Mathematical Journal
1 Kodai Mathematical Journal
1 Rendiconti del Circolo Matemàtico di Palermo. Serie II
1 Extracta Mathematicae
1 Differential Geometry and its Applications
1 Aequationes Mathematicae
1 Bulletin of the Polish Academy of Sciences, Mathematics
1 Bulletin of the Belgian Mathematical Society - Simon Stevin
1 Journal of the Australian Mathematical Society
1 São Paulo Journal of Mathematical Sciences
1 Annales Mathématiques du Québec

Fields

19 Differential geometry (53-XX)
1 Partial differential equations (35-XX)

Publications by Year

Citations contained in zbMATH

5 Publications have been cited 10 times in 9 Documents Cited by ▼ Year ▼
Parabolicity and rigidity of spacelike hypersurfaces immersed in a Lorentzian Killing warped product. Zbl 06773713
de Lima, Eudes L.; de Lima, Henrique F.; Lima, Eraldo A. jun.; Medeiros, Adriano A.
4
2017
On the stability and parabolicity of complete \(f\)-minimal hypersurfaces in weighted warped products. Zbl 1386.53074
de Lima, Eudes L.; de Lima, Henrique F.; dos Santos, Fábio R.
2
2018
On the stability of \(f\)-maximal spacelike hypersurfaces in weighted generalized Robertson-Walker spacetimes. Zbl 1373.53087
de Lima, Eudes L.; de Lima, Henrique F.; Dos Santos, Fábio R.
2
2016
A note on compact Weingarten hypersurfaces embedded in \(\mathbb{R}^{n + 1}\). Zbl 1402.53004
de Lima, Eudes L.
1
2018
Bernstein type properties of two-sided hypersurfaces immersed in a Killing warped product. Zbl 1346.53055
Cunha, Antonio W.; De Lima, Eudes L.; De Lima, Henrique F.; Lima, Eraldo A. jun.; Medeiros, Adriano A.
1
2016
On the stability and parabolicity of complete \(f\)-minimal hypersurfaces in weighted warped products. Zbl 1386.53074
de Lima, Eudes L.; de Lima, Henrique F.; dos Santos, Fábio R.
2
2018
A note on compact Weingarten hypersurfaces embedded in \(\mathbb{R}^{n + 1}\). Zbl 1402.53004
de Lima, Eudes L.
1
2018
Parabolicity and rigidity of spacelike hypersurfaces immersed in a Lorentzian Killing warped product. Zbl 06773713
de Lima, Eudes L.; de Lima, Henrique F.; Lima, Eraldo A. jun.; Medeiros, Adriano A.
4
2017
On the stability of \(f\)-maximal spacelike hypersurfaces in weighted generalized Robertson-Walker spacetimes. Zbl 1373.53087
de Lima, Eudes L.; de Lima, Henrique F.; Dos Santos, Fábio R.
2
2016
Bernstein type properties of two-sided hypersurfaces immersed in a Killing warped product. Zbl 1346.53055
Cunha, Antonio W.; De Lima, Eudes L.; De Lima, Henrique F.; Lima, Eraldo A. jun.; Medeiros, Adriano A.
1
2016
all top 5

Cited by 13 Authors

6 de Lima, Henrique F.
4 Velásquez, Marco Antonio Lázaro
3 Ramalho, André F. A.
2 de Lima, Eudes Leite
2 Lima, Eraldo Almeida jun.
2 Roing, Fernanda
1 Andrade, Maria Gorete C.
1 Dos Santos, Fábio Reis
1 Lima, Eraldo jun.
1 Medeiros, Adriano A.
1 Roth, Julien
1 Santos, Márcio S.
1 Upadhyay, Abhitosh
all top 5

Cited in 8 Serials

2 Results in Mathematics
1 General Relativity and Gravitation
1 Archiv der Mathematik
1 Journal of Geometry
1 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods
1 Differential Geometry and its Applications
1 Electronic Journal of Differential Equations (EJDE)
1 Bulletin of the Brazilian Mathematical Society. New Series

Cited in 3 Fields

9 Differential geometry (53-XX)
2 Partial differential equations (35-XX)
1 Calculus of variations and optimal control; optimization (49-XX)

Citations by Year