02.06.2023, 11 Uhr
– Haus 9, Raum 2.22
Varieties of Discrete Signatures
Carlo Bellingeri (TU)
Georges Habib (Lebanese University, Beirut)
In this talk, we shall introduce the notion of biharmonic Steklov operator, which we then extend to differential forms. The definition is motivated by the extension of the Serrin problem to differential forms. We study the spectral properties of this operator and show that it has a discrete spectrum consisting of eigenvalues with finite multiplicities. We then estimate its lowest eigenvalue in terms of geometric quantities and relate it to other boundary problems, Dirichlet, Neumann and Robin.
You are welcome to invite your friends and colleagues to join us! If you wish to attend the talks online, please contact Sylvie Paycha email@example.com for the login details.