Abstract
In this paper, we propose a multistep Legendre–Gauss spectral collocation method for the nonlinear Volterra functional integro-differential equations (VFIDEs) with vanishing delays. This method is easy to implement and possesses the high-order accuracy. We also provide a rigorous convergence analysis of the hp-version of the multistep spectral collocation method under H1-norm. Numerical results confirm the theoretical analysis.
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