Solving Volterra integro-differential equations by variable stepsize block BS methods: properties and implementation techniques. In this article, block BS methods are considered for the numerical solution of Volterra integro-differential equations (VIDEs). Convergence and stability properties are analyzed. A new Matlab code for the solution of VIDEs, called VIDEBS, is presented. Numerical results using a variable stepsize implementation show the effectiveness of the proposed code.
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References in zbMATH (referenced in 3 articles )
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- Ogunfeyitimi, S. E.; Ikhile, M. N. O.: Second derivative generalized extended backward differentiation formulas for stiff problems (2019)
- Nwachukwu, Grace C.; Ikhile, M. N. O.; Osaghae, J.: On some boundary value methods for stiff IVPs in ODEs (2018)
- Mazzia, F.; Nagy, A. M.: Solving Volterra integro-differential equations by variable stepsize block BS methods: properties and implementation techniques (2014)