198925 Nonlinear Evolution Equations: Theory and Numerics

winter semester 2011/2012 | Last update: 28.06.2011 Place course on memo list
Research Area Scientific Computing Research Area Scientific Computing
Univ.-Prof. i. R. Mag. Dr. Michael Oberguggenberger Univ.-Prof. i. R. Mag. Dr. Michael Oberguggenberger, +43 512 507 61300
Univ.-Prof. Mag. Dr. Alexander Ostermann Univ.-Prof. Mag. Dr. Alexander Ostermann, +43 512 507 53810
198925
Nonlinear Evolution Equations: Theory and Numerics
VO 2
4
weekly
not applicable
English
The lecture will provide mathematical tools for the numerical solution of conservation laws (which are nonlinear hyperbolic differential equations). In the first part, we will give an overview of the mathematical theory of conservation laws. In particular, we will discuss shock formation, rarefaction waves and the general solution of Riemann problems.
R. LeVeque, Numerical methods for conservation laws. Birkhäuser, 1992.
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Date Time Location
Tue 2011-10-04
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-10-11
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-10-18
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-10-25
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-11-08
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-11-15
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-11-22
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-11-29
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-12-06
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2011-12-13
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2012-01-10
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2012-01-17
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2012-01-24
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free
Tue 2012-01-31
 08.15 - 10.00 HSB 6 HSB 6 Barrier-free