Workshop on Spectral Geometry and Analysis of Differential Operators
The workshop aims at gathering together experts in Spectral Theory, Spectral Geometry, Analysis of Partial Differential Operators, Homogenization and Asymptotic Analysis.
The focus is on the interplay between the spectral properties of partial differential operators and the geometry of the underlying system. In particular the following topics will be discussed: spectral stability, shape optimization and extremum properties for eigenvalues, universal and asymptotic estimates for eigenvalues, upper and lower bounds, functional and isoperimetric inequalities, thin and perforated domains, boundary homogenization.
The workshop aims at stimulating new collaborations, contaminations, and the developing of new ideas and strategies, as well as to present new challenging problems.
The program consists of a number of plenary talks delivered by invited speakers and a limited number of contributed talks.
We acknowledge financial support from INDAM - GNAMPA Gruppo Nazionale per l'Analisi Matematica, la Probabilità e le loro Applicazioni, ISAAC - International Society for Analysis its Applications and Computation, Dipartimento di Matematica "Tullio Levi-Civita" - University of Padova.