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Minisymposia
A minisymposium is composed of one or several sessions with a common technical theme,
where each session consists of at least four talks.
A minisymposium talk is a 20-minute presentation with an additional 5 minutes for discussion.
Minisymposium organizers are responsible for securing the participation of their speakers.
Minisymposia will be scheduled in the parallel sessions,
each morning and afternoon of the conference.
The conference has accepted 19 Minisymposia proposals with more than
100 confirmed speakers.
Accepted Minisymposia at DD24:
MS01 - Achieving Robustness with New Coarse Spaces and Enlarged Krylov Subspaces
(Martin J. Gander and Nicole Spillane)
MS02 - Fast Solvers for Discontinuous Galerkin Methods
(Paul Houston, Iain Smears, and Paola Antonietti)
MS03 - Domain decomposition methods in biomedical modelling and simulation
(Ralf Kornhuber, Rolf Krause, and Alfio Quarteroni)
MS04 - Optimized transmission conditions in domain decomposition methods
(Martin J. Gander and Yingxiang Xu)
MS05 - Parallel Solvers for Isogeometric Analysis
(Luca F. Pavarino and Simone Scacchi)
MS06 - Novel discretizations and solvers for high-contrast and multiscale problems
(Jan Martin Nordbotten,Eduardo Abreu, Marcus Sarkis, and Juan Galvis)
MS07 - Recent progress on Trefftz methods
(Bruno Despres)
MS08 - DD-based Control and Control-based DD
(Alfio Quarteroni, Paola Gervasio, and Marco Discacciati)
MS09 - Parallel approaches for PDE based mesh generation
(Ronald D. Haynes)
MS10 - Domain Decomposition for frequency domain wave problems
(Victorita Dolean and Ivan Graham)
MS11 - Domain Decomposition Methods for Optimal Control and PDE Constrained Optimization
(Martin J.Gander, Felix Kwok, and Julien Salomon)
MS12 - Robust Solvers for Multiphysics Problems
(Xiaozhe Hu, Shuonan Wu, and Jinchao Xu)
MS13 - Domain decomposition methods for nonlinear problems
(Xiao-Chuan Cai, Leszek Marcinkowski, and Talal Rahman)
MS14 - Highly parallel domain decomposition methods and their applications
(Oliver Rheinbach and Axel Klawonn)
MS15 - Heterogeneous Domain Decomposition Methods
(Martin J. Gander and Marco Discacciati)
MS16 - Nonsmooth and nonlinear problem
(Carsten Gräser and Oliver Sander)
MS17 - Time-Parallel Time Integration Methods
(Martin J. Gander and Rolf Krause)
MS18 - Fast Solvers for Space-Time Discretizations
(Ulrich Langer and Olaf Steinbech)
MS19 - Space-Time Parallel Methods based on Waveform Relaxation Techniques
(Martin J. Gander and Shu-Lin Wu)
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