Double computation schemes of solution unlinear integro-partial differential equations with the main error estimation

Authors

  • R. Ya. Pelekh Lviv, Polytechnic, Ukraine
  • Yu. Yu. Luchko Lviv, Polytechnic, Ukraine

DOI:

https://doi.org/10.15802/stp2011/6900

Keywords:

nonlinear differential equations, precision error, Runge-Kutta method, Taylor series

Abstract

The two-side methods of the second order of accuracy are constructed. The formulas give an opportunity to receive upper and lover approximation at each point to the exact solution and define the value of the main error without referring to the right part of differential equation.

Author Biographies

R. Ya. Pelekh, Lviv, Polytechnic

Р. Я. Пелех

Yu. Yu. Luchko, Lviv, Polytechnic

Й. Й. Лучко

Published

2011-12-25

How to Cite

Pelekh, R. Y., & Luchko, Y. Y. (2011). Double computation schemes of solution unlinear integro-partial differential equations with the main error estimation. Science and Transport Progress, (39), 131–137. https://doi.org/10.15802/stp2011/6900

Issue

Section

TRANSPORT CONSTRUCTION