List of Minisymposiums
- MS01. New trends in domain decomposition methods
- MS02. Application-driven preconditioning
- MS03. Multigrid methods for multiscale problems
- MS04. Multi-scale and multi-physics modeling and simulations in scientific and engineering computing
- MS05. Algorithms for multiphysics models
- MS06. Multilevel algorithms for eigenvalue problems
- MS07. Parallel multigrid methods
- MS08. Advances in numerical methods on polytopal meshes and solvers
- MS09. Mathematical modeling of practical problems, numerical methods, and efficient preconditioners for solving discrete problems
- MS10. Two-grid method and its applications
- MS11. Domain decomposition methods for high performance computing
- MS12. Recent achievements on numerical algorithms and performance optimization for large-scale scientific and engineering computing
- MS13. Geometric numerical methods for fluids and electromagnetic fields
- MS14. Multiscale, multiphysics, and interface problems and related fields
- MS15. Design of efficient and higher order numerical methods for PDE
- MS16. Multi-grid and modelling
- MS17. Advances in multilevel methods: from PDEs to data intensive studies
- MS18. Machine learning and high performance computing
- MS19. Multigrid and machine learning
- MS20. Non-standard multilevel and domain-decomposition approaches
- MS21. Fast algorithms for complex and large-scale problems