844230 Numerical Mathematics

winter semester 2016/2017 | Last update: 08.09.2017 Place course on memo list
844230
Numerical Mathematics
VO 2
2,5
weekly
annually
German

Students are able to solve simple numerical problems, to choose the appropriate algorithms and to implement a suitable approach in MATLAB.

  • floating point numbers and round off errors
  • numerical differentiation
  • interpolation and approximation
  • numerical integration
  • matrix decompositions and systems of linear equations
  • non-linear systems of equations
  • ordinary differential equations
  • partial differential equations

Lecture, assessment is based on a single examination at the end of the course.

written examination

Will be discussed in the first lesson.

not applicable
04.10.2016
Group 0
Date Time Location
Tue 2016-10-04
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-10-11
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-10-18
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-10-25
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-11-08
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Thu 2016-11-10
08.30 - 11.00 HSB 3 HSB 3 Barrier-free
Tue 2016-11-15
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-11-22
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-11-29
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-12-06
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2016-12-13
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2017-01-10
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2017-01-17
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2017-01-24
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2017-01-31
08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Wed 2017-02-01
08.00 - 10.00 HSB 3 HSB 3 Barrier-free Klausur
Wed 2017-02-08
14.30 - 17.00 HSB 3 HSB 3 Barrier-free
Thu 2017-03-09
08.30 - 11.00 HSB 3 HSB 3 Barrier-free
Thu 2017-06-08
08.30 - 11.00 HSB 3 HSB 3 Barrier-free Prüfung
Tue 2017-10-10
13.00 - 16.00 HSB 3 HSB 3 Barrier-free 4. Prüfung