On the Numerical Approximation of Eigenvalue Problems Arising From Partial Differential Equations

Prof. Dr. Daniele Boffi  

Applied Mathematics and Computational Science, KAUST

Invited by: Önder Türk

Place: https://zoom.us/j/98408006920?pwd=eHQ2YzNMakxFamhDL1k1eDRTTURIQT09

Zoom Meeting ID: 984 0800 6920

Passcode: 724032

Date/Time: 20.04.2021, 15.30-16:30

Abstract: We discuss the finite element approximation of eigenvalue problems arising from elliptic partial differential equations. We present various examples of non-standard schemes, including mixed finite elements, approximation of operators related to the least-squares finite element method, parameter dependent formulations such as those produced by the virtual element method. Each example is studied theoretically; advantages and disadvantages of each approach are pointed out.

Last Updated:
29/04/2021 - 00:07