- July 2019
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- We propose and analyse a heterogeneous multiscale method for the efficient integration of constant-delay differential equations subject to fast periodic forcing. The stroboscopic averaging method suggested here may provide approximations with O(H2+1/Omega2) errors with a computational effort that grows like H−1 (the inverse of the step size), uniformly in the forcing frequency Omega.
- delay differential equations; stroboscopic averaging; highly oscillatory problems