A 2-point variable order variable stepsize block method for the numerical solution of delay differential equations is described. The predictor-corrector formulae using divided difference formulation are implemented to produce two points simultaneously.This algorithm proves to be reliable, accurate and efficient. Furthermore,numerical experiments show that the block method reduces the number of total steps when compared with 1-point sequential method
This thesis describes the development of sequential and parallel methods for solving delay differen...
This paper will consider the implementation of predictor-corrector methods of Adams-Moulton type to ...
AbstractThis paper will consider the implementation of direct two-point fourth and fifth order multi...
A 2-point variable order variable stepsize block method for the numerical solution of delay differen...
Abstract A 2-point variable order variable stepsize block method for the numerical solution of delay...
This paper considers the development of a two-point predictor-corrector block method for solving del...
Delay differential equations play an important role in modeling many real life phenomena. The applic...
In this paper, the numerical solution of delay differential equations using a predictor-corrector s...
In this paper, the numerical solution of delay differential equations using a predictor-corrector sc...
In this paper, the numerical solution of delay differential equations using a predictor-corrector sc...
This paper considers the implementation of a two-point diagonally implicit block method for solving ...
The performance of a modified 2-point block method for solving delay differential equations (DDE) ha...
In this paper, an implicit 2-point Block Backward Differentiation formula (BBDF) method was consid...
This paper will consider a block method for solving delay differential equations (DDEs) using variab...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
This thesis describes the development of sequential and parallel methods for solving delay differen...
This paper will consider the implementation of predictor-corrector methods of Adams-Moulton type to ...
AbstractThis paper will consider the implementation of direct two-point fourth and fifth order multi...
A 2-point variable order variable stepsize block method for the numerical solution of delay differen...
Abstract A 2-point variable order variable stepsize block method for the numerical solution of delay...
This paper considers the development of a two-point predictor-corrector block method for solving del...
Delay differential equations play an important role in modeling many real life phenomena. The applic...
In this paper, the numerical solution of delay differential equations using a predictor-corrector s...
In this paper, the numerical solution of delay differential equations using a predictor-corrector sc...
In this paper, the numerical solution of delay differential equations using a predictor-corrector sc...
This paper considers the implementation of a two-point diagonally implicit block method for solving ...
The performance of a modified 2-point block method for solving delay differential equations (DDE) ha...
In this paper, an implicit 2-point Block Backward Differentiation formula (BBDF) method was consid...
This paper will consider a block method for solving delay differential equations (DDEs) using variab...
Predictor-corrector two point block methods are developed for solving first order ordinary different...
This thesis describes the development of sequential and parallel methods for solving delay differen...
This paper will consider the implementation of predictor-corrector methods of Adams-Moulton type to ...
AbstractThis paper will consider the implementation of direct two-point fourth and fifth order multi...