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Scientific Computing

07.02.2013 Exam

  1. Register for the exam in n the examination office (Prüfungsamt)
    http://www.pruefungen.tu-berlin.de/menue/home/ [1]
  2. Bring the "yellow formular" and arrange exam time with Mrs. Ullrich Room 471
  3. Come to the exam :)
Exam dates:

26.02.2013, 28.02.2013, 05.03.2013

Winter semester 2012/2013
Scientific Computing
Tue  8 - 10 am MA 750
Wed 8 - 10 am MA 650
16.10.2012 - 14.02.2012
Office hours:
Wed 3 - 5 pm
Course Information [2]
Scientific Computing with Case Studies, D. P. O'Leary, SIAM, Philadelphia PA, 2009.
Insight Through Computing: A MATLAB Introduction to Computational Science and Engineering, C. F. Van Loan, K.-Y. D. Fan, SIAM, 2010.
Scientific Computing and Differential Equations: An Introduction to Numerical Methods, G. H. Golub and J. M. Ortega, Academic Press, 1992.

Applied Numerical Methods with Matlab
for Engineers and Scientists, Third Edition, S. C. Chapra, McGraw-Hill, NY, 2012.

Business Information Systems- Operations Research, M. Kulej, Wrocław University of Technology, 2011.

Tensor Decompositions and Applications, Tamara G. Kolda and Brett W. Bader,  SIAM Rev., 51(3), 455–500, 2009.

A Multigrid Tutorial Second Edition, William L. Briggs,
Van Emden Henson and Steve F. McCormick, SIAM, 2000.


  • Learning Matlab by doing Matlab [3], C. Mehl and A. Steinbrecher
  • An Introduction to Matlab, D. F. Griffiths [4]
  • Matlab Eine freundliche Einführung, J. Behrens, A. Iske [5]
Assignment 1 [6]

Assignment 2 [7]    script.m [8]   plotcabin.m [9]

M. Bollhöfer and V. Mehrmann,
Numerische Mathematik: Eine Projektorientierte Einführung Für Ingenieure, Mathematiker und Naturwissenschaftler,
Springer, 2004.

Assignment 3 [10]

V. Mehrmann and P. Kunkel,
Differential-Algebraic Equations: Analysis and Numerical Solution, European Mathematical Society, 2006.

Assignment 4 [11]

Assignment 5 [12]     vertices.dat [13]   elements.dat [14]

J. Alberty, C. Carstensen and S. A. Funken, Remarks around 50 lines of Matlab: short finite element implementation, Numerical Algorithms 20, pp. 117–137, 1999.

M. S. Gockenbach, Partial Differential Equations: Analytical and Numerical Methods, SIAM, 2002.

M. S. Gockenbach, Understanding and Implementing the Finite Element Method, SIAM, 2006.

Vorlesungsverzeichnis [15]
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