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International Journal of Computer Mathematics Volume 81, 2004 - Issue 10
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The numerical stability of multistep methods for Volterra integral equations with many delays

Modi H. AlnasrCorrespondence[email protected]
Pages 1257-1263 | Accepted 27 Apr 2004, Published online: 25 Jan 2007

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Read on this site (2)

L. Wang & X. Ding. (2012) Dissipativity of θ-methods for a class of nonlinear neutral delay integro-differential equations. International Journal of Computer Mathematics 89:15, pages 2029-2046.
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Shaoshuai Mou, Huijun Gao, Yu Zhao & Wenyi Qiang. (2008) Further improvement on synchronization stability of complex networks with coupling delays. International Journal of Computer Mathematics 85:8, pages 1255-1263.
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Articles from other publishers (6)

Luong V. Nguyen & Nguyen T. Thu. (2020) Fixed point results for intuitionistic fuzzy mappings and an application. Journal of Intelligent & Fuzzy Systems 38:4, pages 5231-5240.
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Azzeddine Bellour, Mahmoud Boussalsal & El Hadi Ait Dads. (2014) Existence and Uniqueness of the Solution for some Double Delay Integral Equations. Mediterranean Journal of Mathematics 12:3, pages 921-938.
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M. Avaji, J.S. Hafshejani, S.S. Dehcheshme & D.F. Ghahfarokh. (2012) Solution of Delay Volterra Integral Equations Using the Variational Iteration Method. Journal of Applied Sciences 12:2, pages 196-200.
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S. Karimi Vanani, S. Heidari & M. Avaji. (2011) A Low-cost Numerical Algorithm for the Solution of Nonlinear Delay Boundary Integral Equations. Journal of Applied Sciences 11:20, pages 3504-3509.
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E. Messina, E. Russo & A. Vecchio. (2009) A convolution test equation for double delay integral equations. Journal of Computational and Applied Mathematics 228:2, pages 589-599.
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E. Messina, E. Russo & A. Vecchio. (2008) A stable numerical method for Volterra integral equations with discontinuous kernel. Journal of Mathematical Analysis and Applications 337:2, pages 1383-1393.
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