PinT 2021 - (Virtual) 10th Parallel in Time Workshop Speaker: Martin Gander (University of Geneva) Title: In Search of a Classical Convergence Proof for Waveform Relaxation
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Spatial re-distribution on the temporal coarse-level for Multigrid Reduction in Time
Low Rank Parareal: a new combination of Parareal with dynamical low rank approximation
Parareal for higher index differential algebraic equations
Asynchronous Truncated Multigrid-reduction-in-time: AT-MGRIT
From Parallel-in-Time to Full Space-Time Parallelization
Parallel-in-Time Preconditioner for Optimal Control Problems
Space-time block preconditioning
An Efficient Parallel-in-Time Method for Explicit Time-Marching Schemes
Diagonal SDC Preconditioning via Differentiable Programming and Reinforcement Learning
Parallel space-time residual minimization for parabolic evolution equations
A Space-Time DPG Method for the Heat Equation
Parallel exponential Runge–Kutta methods
In Search of a Classical Convergence Proof for Waveform Relaxation
Quantum Algorithms for Solving Ordinary Differential Equations via Classical Integration Methods
Error bounds for PFASST and related Block Spectral-Deferred-Correction algorithms
Optimized, parallel time integrators for better accuracy with large time steps
Supervised parallel-in-time algorithm for stochastic dynamics
Parareal with Exponential Integrators
Multigrid Reduction in Time: Two-Level Convergence Theory with Spatial Coarsening
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Layer-Parallel Training of Deep Residual Neural Networks
Optimal Relaxation Weights for Multigrid Reduction in Time
A comparison of Space-Time Multigrid and PFASST with applications to Cardiac Electrophysiology
Exploring space-time adaptivity and parallel-in-time convergence for hyperbolic PDEs