Seminar: Exponential Integrators

By mail to Alexander Zeilmann until April 12th, 2021.

Name a ranking of your favorite 2 (or more) papers, that the papers can be assigned in case of collisions (otherwise chosen by lot).

Every Student is supposed to introduce one of the listed papers by a 30-minute talk (plus discussion). Additionally, write a small summary with 3 to 5 pages at most (references excluded). As this is a seminar, you are expected to use English for your summary, slides and talk.

• Submission slides: one week in advance of your presentation

• Submission summary: one week after your presentation

• Talks: Depending on the number of participants as block seminar or weekly seminar. The seminar will be entirely online.

Contact Alexander Zeilmann for the PDFs

• Jitse Niesen, Will M. Wright - Algorithm 919: A Krylov Subspace Algorithm for Evaluating the φ-Functions Appearing in Exponential Integrators
• Cleve Moler, Charles Van Loan - Nineteen Dubious Ways to Compute the Exponential of a Matrix, Twenty-Five Years Later
• Michele Benzi, Valeria Simoncini - Approximation of functions of large matrices with Kronecker structure
• Marlis Hochbruck, Christian Lubich - On Krylov subspace approximations to the matrix exponential operator
• Marlis Hochbruck, Alexander Ostermann, Julia Schweitzer - Exponential Rosenbrock-Type Methods