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• W3048836904 abstract "We introduce a family of high-order time semi-discretizations for semilinear wave equations of Klein--Gordon type with arbitrary smooth nonlinerities that are uniformly accurate in the non-relativistic limit where the speed of light goes to infinity. Our schemes do not require pre-computations that are specific to the nonlinearity and have no restrictions in step size. Instead, they rely upon a general oscillatory quadrature rule developed in a previous paper (Mohamad and Oliver, arXiv:1909.04616)." @default.
• W3048836904 created "2020-08-18" @default.
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• W3048836904 date "2020-08-12" @default.
• W3048836904 modified "2023-09-27" @default.
• W3048836904 title "High-order uniformly accurate time integrators for semilinear wave equations of Klein-Gordon type in the non-relativistic limit." @default.
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