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Waldemar Barrera

Observed names: Barrera, Waldemar, W. Barrera, WALDEMAR DEL JESÚS BARRERA VARGAS, Waldemar Barrera Vargas
Observed institution: Autonomous University of Yucatán
ORCID: 0000-0001-6885-5556
Observed ORCID: 0000-0001-6885-5556
OpenAlex ID: A5081976144
The limit set of discrete subgroups of PSL(3, ℂ)
2010 · WALDEMAR DEL JESÚS BARRERA VARGAS, ANGEL CANO CORDERO, et al. · Mathematical Proceedings of the Cambridge Philosophical Society · 21
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Comparison theorems for Lorentzian length spaces with lower timelike curvature bounds
2022 · Waldemar Barrera, Luis Montes de Oca, et al. · General Relativity and Gravitation · 16
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Subgroups of 𝑃𝑆𝐿(3,ℂ) with four lines in general position in its limit set
2011 · W. Barrera, A. Cano, et al. · Conformal Geometry and Dynamics of the American Mathematical Society · 13
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On the number of lines in the limit set for discrete subgroups of PSL(3, ℂ)
2016 · Waldemar Barrera, Angel Cano, et al. · Pacific Journal of Mathematics · 12
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One line complex Kleinian groups
2014 · Waldemar Barrera, Angel Cano, et al. · Pacific Journal of Mathematics · 9
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On the number of roots for harmonic trinomials
2022 · Gerardo Barrera, Waldemar Barrera, et al. · Journal of Mathematical Analysis and Applications · 8
Discrete parabolic groups in PSL(3,C)
2022 · Waldemar Barrera, Angel Cano, et al. · Linear Algebra and its Applications · 6
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The Stability Region for Schur Stable Trinomials with General Complex Coefficients
2023 · Gerardo Barrera, Waldemar Barrera, et al. · Journal of Dynamics and Differential Equations · 4
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Trinomials, torus knots and chains
2022 · Waldemar Barrera, Julio Magaña, et al. · Transactions of the American Mathematical Society · 4
Pappus’ theorem and a construction of complex Kleinian groups with rich dynamics
2014 · W. Barrera, A. Cano, et al. · Bulletin of the Brazilian Mathematical Society New Series · 4
On the space of compact diamonds of Lorentzian length spaces
2024 · Waldemar Barrera, Luis Montes de Oca, et al. · Classical and Quantum Gravity · 3
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Chains Homotopy in the Complement of a Knot in the Sphere $$S^3$$S3
2019 · W. Barrera, A. Cano, et al. · Bulletin of the Brazilian Mathematical Society New Series · 3
Discrete subgroups of the Heisenberg group ${\rm Heis}(3,\Bbb{C})$ and purely parabolic groups in ${\rm PSL}(3, \Bbb{C})$
2018 · Waldemar Barrera, Angel Cano, et al. · arXiv (Cornell University) · 3
Three-dimensional Sol manifolds and complex Kleinian groups
2018 · Waldemar Barrera Vargas, Rene Garcia-Lara, et al. · Pacific Journal of Mathematics · 3
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Elementary groups in PSL(3,ℂ)
2025 · W. Barrera, A. Cano, et al. · Contemporary mathematics - American Mathematical Society · 2
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On the Parameter Spaces of Harmonic Trinomial Equations
2026 · Barrera, Waldemar, Campa, Lucia, et al. · arXiv (Cornell University) · 1
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Egerváry's theorems for harmonic trinomials
2024 · G. Barrera, W. Barrera, et al. · Acta Mathematica Academiae Scientiarum Hungaricae · 1
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On geodesic extendibility and the space of compact balls of length spaces
2021 · Waldemar Barrera, Luis M. Montes de Oca, et al. · Monatshefte für Mathematik · 1
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Towards a Sullivan dictionary in dimension two, Part I: Purely parabolic complex Kleinian groups
2018 · Waldemar Barrera, Angel Cano, et al. · arXiv (Cornell University) · 1
Two Dimensional Complex Kleinian Groups With Four Complex Lines in General Position in Its Limit Set
2010 · Waldemar Barrera, Angel Cano, et al. · arXiv (Cornell University) · 1
Discrete subgroups of PU (2, 1) acting on P ℂ 2 and the Kobayashi metric
2009 · Juan Pablo Navarrete, Waldemar Barrera · Bulletin of the Brazilian Mathematical Society New Series · 1
Asymptotic flag geometry of complex Kleinian groups in $\mathbb{P}^2_\mathbb{C}$
2026 · Barrera, Waldemar, Cano, Angel, et al. · arXiv (Cornell University)
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Action of ℝ-Fuchsian groups on ℙℂn
2024 · W. Barrera, E. Montiel, et al. · International Journal of Mathematics
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Corrigendum to “On the number of roots for harmonic trinomials” [J. Math. Anal. Appl. 514 (2) (2022) 126313]
2024 · Gerardo Barrera, Waldemar Barrera, et al. · Journal of Mathematical Analysis and Applications
Smooth knot limit sets of the complex hyperbolic plane
2022 · Waldemar Barrera, René García, et al. · Boletín de la Sociedad Matemática Mexicana
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Works count: 34
Citation count: 121
H-index: 6
I10-index: 4
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