Research problems in computational physics

1.
Propagators for quantum systems (Puska)
2.
Multiscale problems (Voigt)
3.
Existence and form of scaling function solutions for generalized smoluchowski equations (Ala-Nissilä),
Markov chains and Monte Carlo simulations without detailed balance (Ala-Nissilä),
Short note on problems with the matrix continued fraction method for solution of coupled Karmers equation describing a noisy classical shuttle (Novotny)
4.
Challenges in electrohydrodynamic stability analysis of two phase flows in confining microsystems (Bruus)
5.
Astrophysical fluid dynamics: surprises at large Reynolds numbers? (Brandenburg)
6.
Gordian DNA and wobble pudding membranes (Metzler)

Lectures in mathematics

1.
Time integration: splitting and exponential methods (Hochbruck and Ostermann)
2.
An introduction to mathematical and computational challenges in hybrid stochastic/deterministic systems (Katsoulakis), (extra material)
3.
Heterogenous multiscale methods (Engquist and Runborg)
4.
Numerical fluid dynamics (Klingenberg)
5.
Stochastic differential equations (Szepessy)
6.
Evolutionary algorithms for solving real-world problems (Bäck)
7.
Lecture on large deviations, (Martin-Löf)
8.
Krylov subspace methods; preconditioning (Holmgren and Huhtanen)

Talks in physics

1.
Challenges in computational nanoscience (Nieminen)

cpip@math.hut.fi - Aug 17, 2022, 03:23: