Iterative Solvers for Linear Systems 2024

Preliminary Agenda

(All Times in CEST)

09:00-10:30 Course

10:30-11:00 Coffee Break

11:00-12:30 Course

12:30-13:30 Lunch Break

13:30-15:00 Course

15:00-15:30 Coffee Break

15:30-17:00 Course

Slides

• iter-intro-2024-v1.pdf
• Meister_Part_1.pdf
• Meister_Part_2.pdf
• Meister_Part_3.pdf
• Meister_Part_4.pdf
• Meister_Part_5.pdf
• Meister_Part_6.pdf
• Slides-All.zip
• iter-wrapup-2024-v1.pdf

Exercises

• exercises_matlab.pdf
• MATLAB.zip

Survey

• Please fill out the online survey under https://survey.lrz.de/index.php/852339?lang=en
• This helps us and our partner institutions to
  • increase the quality of the courses,
  • design the future training programme at LRZ according to your needs and wishes,
  • get future funding for training events.

Literature

• Andreas Meister: Numerik linearer Gleichungssysteme: Eine Einführung in moderne Verfahren. Mit MATLAB®-Implementierungen von C. Vömel

• van der Vorst: Iterative Krylov Methods for Large Linear Systems. Cambridge University Press, 2003, 236 pages. 0-521-81828-1 70 X
• Golub, van Loan: Matrix Computation. Johns Hopkins University Press, 1996 (3rd ed.) 664p. 0-801-85414-8 43 X
• Yousef Saad: Iterative methods for sparse linear systems. 2nd ed., SIAM, 2003, 528p. 0-898-71534-2
• J. J. Te Riele, Th. J. Dekker, H. A. Van Der Vorst: Algorithms and Applications on Vector and Parallel Computers . (Special Topics in Supercomputing, No 3), Elsevier 1987, 470p. 0-444-70322-5 47