Student Geometry
Organizer: Henry Bosch
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Following Chapter 3 in Levitin--Mangoubi--Polterovich's book, we will investigate the distribution of Laplace eigenvalues on bounded domains. We will discuss several proofs of Weyl's famous law for the asymptotic distribution of high-energy eigenvalues and Polya's conjecture that the leading…
Abstract
Abstract
Abstract
The authors study the problem of stability of the catenoid, which is an asymptotically flat rotationally symmetric minimal surface in Euclidean space, viewed as a stationary solution to the hyperbolic vanishing mean curvature equation in Minkowski space. The latter is a…
Abstract
The authors study the problem of stability of the catenoid, which is an asymptotically flat rotationally symmetric minimal surface in Euclidean space, viewed as a stationary solution to the hyperbolic vanishing mean curvature equation in Minkowski space. The latter is a…
Abstract
The authors study the problem of stability of the catenoid, which is an asymptotically flat rotationally symmetric minimal surface in Euclidean space, viewed as a stationary solution to the hyperbolic vanishing mean curvature equation in Minkowski space. The latter is a…
Abstract:
The authors study the problem of stability of the catenoid, which is an asymptotically flat rotationally symmetric minimal surface in Euclidean space, viewed as a stationary solution to the hyperbolic vanishing mean curvature equation in Minkowski space. The latter is a…
Abstract:
The authors study the problem of stability of the catenoid, which is an asymptotically flat rotationally symmetric minimal surface in Euclidean space, viewed as a stationary solution to the hyperbolic vanishing mean curvature equation in Minkowski space. The latter is a…
I will talk about singularities of special Lagrangian surfaces.
Abstract: We overview classical results and open problems concerning minimal surfaces in Euclidian Space.