Date and time
Workshop - Magnetic fields and semi-classical analysis
In this talk, I will describe results obtained in the last decade on the first eigenvalues of the Neumann magnetic Laplacian in the semi-classical limit, more particularly, I will show how the geometry of the situation (singularities of the boundary, curvature) influences the first order asymptotics, and also the spectral gap, under suitable assumptions. Then I will present recent results about eigenvalues of Robin Laplacian with strong Dirichlet boundary condition and show the analogies between these two operators.
Due to technical problems with the microphone, the sound of this video may be partially or completely scrambled, we apologize for this.