Abstract for the talk on 18.06.2021 (10:00 h)Seminar on Nonlinear Algebra
Henrik Eisenmann (MPI MIS, Leipzig)
Definite multiparameter eigenvalue problems and an alternating approach to solve them
Multiparameter eigenvalue problems can be seen both as generalizations of eigenvalue problems and of linear systems of equations. We will discuss how real symmetric eigenvalue problems generalize to the multiparameter case and how we can use their properties to solve them numerically. This is joint work with Yuji Nakatsukasa.