Exercises for the minicourse:
1 |
15.9. |
Sabine Zaglmayer, RWTH Aachen University Computer exercises I | |
2 |
22.9. |
Sabine Zaglmayer, RWTH Aachen University Computer exercises II |
Lecture program will be here:
1 |
11.9. |
Prof Joachim Schöberl, RWTH Aachen University Finite Element Methods for Maxwells Equations I | |
2 |
18.9. |
Prof Joachim Schöberl, RWTH Aachen University Finite Element Methods for Maxwells Equations II | |
3 |
25.9. |
Prof Joachim Schöberl, RWTH Aachen University Finite Element Methods for Maxwells Equations III | |
4 |
2.10. |
Prof Mikko Lyly, TKK Finite Element Method for Stokes Eigenvalue Problem | |
5 |
9.10. |
Ph.D. Nuutti Hyvönen, TKK Locating inclusions in electrical impedance tomography | |
6 |
16.10. |
M.Sc. Olli Mali, TKK Solving Kohn-Sham equations with finite element method | |
7 |
23.10. |
Prof Sergey Repin, V.A. Steklov Institute of Mathematics, St. Petersburg On a posteriori error control of approximate solutions in the theory of viscous fluids | |
8 |
30.10. |
Dr. S. K. Tomar, Johann Radon Institute for Computational and Applied Mathematics (RICAM), Austria Functional a posteriori error estimates for discontinuous Galerkin approximations of elliptic problems | |
9 |
6.11. |
D.Sc. Tapio Lokki, TKK, Telecommunications Software and Multimedia Laboratory Computational Room Acoustics Modeling and Auralization | |
10 |
13.11. |
Prof Ilkka Tittonen, TKK, Optics and Molecular Materials, Micronova Microsystems modelling | |
11 |
20.11. |
Prof Jyrki Kauppinen, University of Turku, Department of Applied Physics Reconstruction Method for Missing or Damaged Long Portions in Audio Signal | |
12 |
27.11. |
Dr. Thomas Zwinger, CSC Finite Element Method in Glaciology |
Numerical presence estimator:
For those who wish to obtain the credits for the course Mat-1.3656 Numeerisen analyysin ja laskennallisen tieteen seminaari (Mat-1.3656 Seminar on Numerical Analysis and Computational Science) decent presence on the lectures is required. For the credits of the special course held by Prof Joachim Schöberl the participation for the first three lectures and computer exercises is required. The special course will be registered under the title Mat-5.100 Yksilöllinen opintojakso ( Mat-5.100 Individual Studies ). The attendance for occasions can be seen from here.
Previous seminars:
Kevään
2006 ohjelma
Syksyn 2005 ohjelma
Kevään
2005 ohjelma
Syksyn
2004 ohjelma
Kevään
2004 ohjelma
Syksyn 2003 ohjelma
Kevään
2003 ohjelma
Syksyn 2002 ohjelma