Multilevel correction for discrete collocation solutions of Volterra integral equations with delay arguments
A Volterra integral equation with constant delay is considered. The analysis of convergence acceleration for a discrete collocation method is given. Continuous piecewise polynomial of degree \(m\leq 2\) are used. The collocation is based on the Lobatto points. The presented method is illustrated by a numerical example.
Volterra integral equations with delay arguments
scientific article; zbMATH DE number 1367737