Space-like surfaces in an anti-de Sitter space

Qing Cheng

Displaying similar documents to “Space-like surfaces in an anti-de Sitter space”

Complete space-like submanifolds in de Sitter space.

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$(m + 1)$ -dimensional spacelike parallel $p_{i}$ -equidistant ruled surfaces in the Minkowski space $R_{1}^{n}$ .

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On the curvatures of $(r + 1)$ -dimensional generalized time-like ruled surface.

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Multi-helicoidal Euclidean submanifolds of constant sectional curvature.

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On a conjecture about the Gauss map of complete spacelike surfaces with constant mean curvature in the Lorentz-Minkowski space.

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Ruled W-surfaces in Minkowski 3-space $ℝ_{1}^{3}$ .

Abdel-Baky, R.A., Abd-Ellah, H.N. (2008)

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An integral formula for Willmore surfaces in an $n$ -dimensional sphere.

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Ruled surfaces in Lorentz-Minkowski 3-spaces with non-degenerate second fundamental form.

Yoon, Dae Won (2006)

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On the maximum principle for principal curvatures

Nina Ivochkina (1996)

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The paper contains the estimates from above of the principal curvatures of the solution to some curvature equations. A correction of the author's previous argument is presented.

A characterization of Chen surfaces in $𝔼^{4}$ .

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Spacelike submanifolds in indefinite space form $M_{p}^{n + p} (c)$

Yingbo Han (2010)

Archivum Mathematicum

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In this paper, we get an intrinsic inequality for spacelike submanifolds in indefinite space form $M_{p}^{n + p} (c)$ , $(c > 0)$ . We also get some rigidity theorems for such spacelike submanifolds.

Ruled W-surfaces in Minkowski 3-space $ℜ_{1}^{3}$

Rashad A. Abdel-Baky, H. N. Abd-Ellah (2008)

Archivum Mathematicum

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In this paper, we study a spacelike (timelike) ruled W-surface in Minkowski 3-space which satisfies nontrivial relation between elements of the set ${K, K_{I I}, H, H_{I I}}$ , where $(K, H)$ and $(K_{I I}, H_{I I})$ are the Gaussian and mean curvatures of the first and second fundamental forms, respectively. Finally, some examples are constructed and plotted.