Workshop: Coupled Systems and Innovative Time Integrators

Rényi Alfréd Institute of Mathematics

20-22 September 2021

Venue

The workshop takes place at the Renyi Institute in Reáltanoda utca 13-15, in the Great Lecture Hall (first floor). Blackboards and  computer projectors are available.

Information about arriving in Budapest can be found here and here.

Downloads

poster

flyer

Program

Monday	20 September
10:30-11:20	Eszter Sikolya	Stochastic reaction-diffusion equations on networks
11:20-11:40	coffee break
11:40-12:30	Emese Kővári	Application of the Shannon entropy in the planar four-body problem
12:30-14:00	lunch
14:00-14:50	Imre Fekete	Local error estimation and step size control in adaptive linear multistep methods
14:50-15:10	coffe break
15:10-16:00	Merlin Schmitz	Exponential integrators: An introduction
16:00-16:50	discussion
19:00	dinner

Tuesday	21 September
9:00-9:50	Balázs Kovács	$L^2$ error estimates for wave equations with dynamic boundary conditions
9:50-10:10	coffee break
10:10-11:00	Michelle Muniz	Stochastic Runge-Kutta-Munthe-Kaas schemes for stochastic differential equations on manifolds
11:00-11:50	Tim Binz	Operators with dynamic boundary conditions on $C(\overline{\Omega})$
12:00-14:00	lunch
14:00-16:00		open problems / discussion