Numerical-analytic method for investigating boundary value problems for impulsive differential equations

Abstract

The new numerical-analytic method for investigation of the nonlinear periodical impulsive systems of differential equations is substantiated. The problems of existing and approximate construction of the solutions are studied and the error estimates are obtained.

Periodic Solutions For Nonlinear Systems of Multiple Integro-differential Equations that Contain Symmetric Matrices with Impulsive Actions

“…We concentrate on nonlinear systems of differential equations with impulsive and describe the initial and impulsive conditions using the physical meaning of initial conditions as defined in Butris [11].…”