Generalized Monotone Technique For An Impulsive Differential Equation With Variable Moments Of Impulse
Abstract
In this paper we develop the generalized monotone technique for the impulsive differential equations with variable moments [1]. Over coming the complexities and the inherent difficulties for the first time we have obtained simultaneously a sequence of lower and upper solutions that converge to the minimal and maximal solution of the given equation.
Published
2002-08-01
Issue
Section
Articles