On the spectral asymptotics in domains with long boundary
Analysis, Dynamics, and Applications Seminar
On the spectral asymptotics in domains with long boundary
Series: Analysis, Dynamics, and Applications Seminar
Location: Hybrid: Math, 402/Online
Presenter: Leonid Friedlander, Department of Mathematics, University of Arizona
In their 1960 paper, M. Dupius, R. Mazo, and R. Onsager suggested that it might be of interest to consider cases when the contribution of the boundary to the spectral asymptotics is comparable to the contribution of the interiot. I discuss a simple toy problem for the Dirichlet Laplacian in a sequence of domains where it is the case.
Math, 402 and Zoom: https://arizona.zoom.us/j/89568982253 Password: applied