A Taylor collocation method for solving delay integral equations

Author:

Bellour Azzeddine,Bousselsal Mahmoud

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics

Reference19 articles.

1. Ali, I., Brunner, H., Tang, T.: Spectral methods for pantograph-type differential and integral equations with multiple delays. Front. Math. China 4, 49–61 (2009)

2. Bellman, R.: The stability of solutions of linear differential equations. Duke Math. J. 10, 643–647 (1943)

3. Bellour, A., Rawashdeh, E.: Numerical solution of first kind integral equations by using Taylor polynomials. J. Inequal. Spec. Funct. 1, 23–29 (2010)

4. Bélair, J.: Population models with state-dependent delays. In: Arino, O., Axelrod, D.E., Kimmel, M. (eds.) Mathematical Population Dynamics, pp. 165–176. Marcel Dekker, New York (1991)

5. Bownds, J.M., Cushing, J.M., Schutte, R.: Existence, uniqueness and extendibility of solutions of Volterra integral systems with multiple variable lags. Funcial. Ekvac. 19, 101–111 (1976)

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