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
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