Semi-implicit midpoint rule for convergence in hyperbolic metric space
Abstract
Semi-implicit midpoint rule is a powerful numerical method for solving ordinary and partial differential equation. In this study we prove strong and $\Delta -$convergence of semi-implicit midpoint rule for nonexpansive mapping in a geodesic space (hyperbolic metric space). The obtained results are then applied to find the solution of Volterra Integral equations.
Published
2021-05-26
Section
Articles