Approximating the periodic solution of delay Volterra integral equation from biomathematics
In periodic and Lipschitz conditions, a numerical method to approximate the periodic solution of delay Volterra nonlinear integral equation arising in biomathematics is obtained. The method combines the sequence of successive approximations with recent trapezoidal quadrature rule for Lipschitzian functions obtaining effective apriori error estimation.
periodic solutions delay volterra integral equations successive approximations trapezoidal quadrature rule