Blocks & planning

Course blocks. We will probably remove one of these blocks, depending on the number of students participating.

1. Variations of iterative methods and their convergence. Convergence: right-hand side dependence bounds. Bounds with eigenvalues/pseudospectra. Flexible GMRES. Left, right, preconditioners.
   
   • Training area 1 (including reading material)
2. General purpose preconditioners: Diagonal. Gauss-Seidel. SOR, Jacobi, Incomplete LU
   
   • Training area 2 (including reading material)
3. Topic: preconditioning for Helmholz equation
   • Training area 3 (including reading material)
4. Topic: Domain decomposition
   
   • Training area 4 (including reading material)
5. Multigrid. Algebraic and geometric multigrid / multilevel
   • Training area 5 (including reading material)
6. Topic: Saddle point problems, Schur complement, and KKT-systems (optimization)
   
   • Training area 6 (including reading material)

Interesting topics which are probably not included above: H-matrices. Parallellization. shifted,. support graph preconditioners, graph and mesh partitioners?, Toeplitz and Circulant preconditioners

http://jarlebring.se/course_training/pmwiki.php?n=Main.Precond Links to an external site.