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Talks by Laurent Hauswirth

The geometry of minimal annuli in SxR

Université Marne la Vallée

I will present the deformation of Kilian-Schmidt in the context of minimal surfaces of SxR. The annuli remain embedded along the deformation. This work is related to the proof of the uniqueness of Clifford torus in 𝕊³ and Riemann examples in ℝ³.

Seminario de Matemáticas. 1ª Planta, sección de Matemáticas.

Harmonic maps and minimal surfaces in three-homogeneous manifolds

Université Marne la Vallée

We will give some result in minimal surfaces theory in HxR (hyperbolic plane product with R) and in Nil(Heisenberg riemannian space) linked with the theory of harmonic unnivalent maps.

The geometry of finite topology mean curvature 1 surfacees in hyperbolic space (II)

Université Marne la Vallée

The geometry of finite topology mean curvature 1 surfacees in hyperbolic space (I)

Université Marne la Vallée

Le probleme de Nitche pour les surfaces a courbure moyenne 1 dans l'espace hyperbolic

Université Marne la Vallée

Laurent Hauswirth

Université Marne la Vallée

Number of talks
10
Number of visits
9
Last visit
Personal website
Profile in Mathscinet
[Mathscinet]
Profile in Zentralblatt
[zentralblatt]
Country of origin
Francia

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