Search Results - "Folha, Abigail"

The Gauss map and second fundamental form of surfaces in a Lie group by Folha, Abigail, Peñafiel, Carlos

“…In this article, we give the integrability conditions for the existence of an isometric immersion from an orientable simply connected surface having prescribed…”
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Entire constant mean curvature graphs in ℍ2× ℝ by Folha, Abigail, Rosenberg, Harold

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Free boundary minimal surfaces in the unit 3-ball by Folha, Abigail, Pacard, Frank, Zolotareva, Tatiana

“…A. Fraser and R. Schoen proved the existence of free boundary minimal surfaces Σ n in B 3 which have genus 0 and n boundary components, for all n ≥ 3 . For…”
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On totally umbilical surfaces in the warped product (κ)f× I by Cambraia Jr, Ady, Folha, Abigail, Peñafiel, Carlos

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Height estimates for H-surfaces in the warped product M×fR by Folha, Abigail, Peñafiel, Carlos, Santos, Walcy

“…In this article, we consider compact surfaces Σ having constant mean curvature H ( H -surfaces) whose boundary Γ = ∂ Σ ⊂ M 0 = M × f { 0 } is transversal to…”
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Height estimates for H-surfaces in the warped product $${\mathbb {M}}\times _{f} {\mathbb {R}}$$ M × f R by Folha, Abigail, Peñafiel, Carlos, Santos, Walcy

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Height estimates for H-surfaces in the warped product \[{\mathbb {M}}\times _{f} {\mathbb {R}}\] by Folha, Abigail, Peñafiel, Carlos, Santos, Walcy

“…In this article, we consider compact surfaces \[\Sigma \] having constant mean curvature H (H-surfaces) whose boundary \[\Gamma =\partial \Sigma \subset…”
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THE DIRICHLET PROBLEM FOR CONSTANT MEAN CURVATURE GRAPHS IN ℍ × ℝ OVER UNBOUNDED DOMAINS by FOLHA, Abigail, MELO, Sofia

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Entire Constant Mean Curvature Graphs in $\mathbb{H}^2\times\mathbb{R} by Folha, Abigail, Rosenberg, Harold

“…Pacific J. Math. 316 (2022) 307-333 For $0\leq H< 1/2$, we construct entire $H$-graphs in $\mathbb{H}^2\times\mathbb{R}$ that are parabolic and not invariant…”
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On Totally umbilical surfaces in the warped product $\mathbb{M}(\kappa)_f\times\mathbb{R} by CambraiaJr, Ady, Folha, Abigail, Peñafiel, Carlos

“…In this article we classify the totally umbilical surfaces which are immersed into a wide class of Riemannian manifolds having a structure of warped product,…”
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Weingarten type surfaces in $\mathbb{H}^2\times\mathbb{R}$ and $\mathbb{S}^2\times\mathbb{R} by Folha, Abigail, Peñafiel, Carlos

“…In this article, we study complete surfaces $\Sigma$, isometrically immersed in the product space $\mathbb{H}^2\times\mathbb{R}$ or…”
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The Gauss map and second fundamental form of surfaces in a Lie group by Folha, Abigail, Penafiel, Carlos

“…In this article, we give the integrability conditions for the existence of an isometric immersion from an orientable simply connected surface having prescribed…”
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Height estimates for $H$-surfaces in the warped product $\mathbb{M}\times_f\mathbb{R} by Folha, Abigail, Peñafiel, Carlos, Santos, Walcy

“…In this article, we consider compact surfaces $\Sigma$ having constant mean curvature $H$ ($H$-surfaces) whose boundary $\Gamma=\partial\Sigma\subset…”
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Free boundary minimal surfaces in the unit 3-ball by Folha, Abigail, Pacard, Frank, Zolotareva, Tatiana

“…In a recent paper A. Fraser and R. Schoen have proved the existence of free boundary minimal surfaces $\Sigma\_n$ in $B^3$ which have genus $0$ and $n$…”
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