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Conferencias impartidas por Rabah Souam

The Minkowski problem and surfaces of constant curvature

Université Paris VII

We classify the family of positive constant curvature surfaces in R3\mathbb{R}^3 whose extrinsic conformal structure is biholomorphic to a planar circular domain, and whose Gauss map is a diffeomorphism onto a finitely punctured sphere. We give applications to the generalized Minkowski problem, the existence of harmonic diffeomorphisms between certain domains of S2\mathbb{S}^2, the existence of capillary surfaces in R3\mathbb{R}^3, and the space of solutions to a Hessian equation of Monge-Ampère type.

Joint work with Antonio Alarcón.

Estabilidad de superficies de CMC

Université Paris VII

Seminario de Matemáticas. 2ª Planta, sección de Matemáticas.

Totally Umbilic Surfaces in Homogeneous 3-Manifolds

Université Paris VII

G-14

Some Generalizations of the Schlafli Formula

Université Paris VII

M-1

Remarks on Schiffer´s Problem in the Spherical Case

Université Paris VII

Q-2

Rabah Souam

Université Paris VII (Francia)

Conferencias impartidas
5
Visitas al departamento
4
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This activity is supported by the research projects EUR2024.153556, PID2023-150727NB-I00, , PID2023-151060NB-I00, PID2022-142559NB-I00, CNS2022-135390 CONSOLIDACION2022, PID2020-118137GB-I00, PID2020-117868GB-I00, PID2020-116126GB-I00.