Title of article :
Method of Successive Approximations for Solving the Multi-Pantograph Delay Equations
Author/Authors :
Jafari ، M.A. - K. N. Toosi University of Technology , Aminataei ، A. - K. N. Toosi University of Technology
Abstract :
In this paper, the successive approximations method is applied to solve multi-pantograph equations. The multi-pantograph equation is a kind of delay differential equations (DDEs). By this method, good approximate solutions can be obtained with only a few iteration. In addition, this method can be applied easily to solve neutral functional-differential equation with proportional delays. In this sense, to illustrate the method, some examples are provided. The results show that the method is very effective.
Keywords :
Multi , pantograph equation , Neutral functional , differential equation , Successive approximations method , Picard , Lindelof method , Initial value problems ,
Journal title :
General Mathematics Notes
Journal title :
General Mathematics Notes