Research Abstract
Extended one-step schemes of exponential type are introduced for solving singularly
perturbed Volterra integro-differential problems. These schemes are of order (m+ 1), m= 0, 1,
2,…, when the perturbation parameter, ε, is fixed. These schemes have the property that if ε
is of order h they reduced to first order of accuracy and optimal when ε→ 0. Stability analysis
of these schemes are presented. Numerical results and comparisons with other schemes
are presented.
Research Department
Research Journal
Applied mathematical modelling
Research Member
Research Publisher
Elsevier
Research Rank
1
Research Vol
31-5
Research Website
http://www.sciencedirect.com/science/article/pii/S0307904X06000606
Research Year
2007
Research Pages
866-879