Develops parareal methods with exponential integrators for NLS that achieve provable linear convergence with contraction factor proportional to coarse step size for low-regularity solutions.
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Exponential Low-Regularity Parareal Algorithms for Nonlinear Schr\"odinger Equations
Develops parareal methods with exponential integrators for NLS that achieve provable linear convergence with contraction factor proportional to coarse step size for low-regularity solutions.