Research Article

Solution of Fredholm-Volterra Integral Equation of the Second Kind in Series Form

How to cite this article

---

REFERENCES

1. ---

   El-Bary, A.A., 2000. Chebshev polynomial solution for Voterra-Fredholm integro-differential equation with cauchy kernel. Int. J. Applied Math., 2: 1399-1406.

2. ---

   Sabbah, A.S., M.A. Abdou and A.A. El-Bary, 1997. Integral equation of the three dimensional contact problem in a half B space. Fr. East J. Applied Math., 1: 169-175.

3. ---

   Hocia, L., 1996. On approximate solution for the integral equation of mixed type. ZAMM, 76: 415-417.

4. ---

   Abdou, M.A., 2000. Integral equation of the second kind with potential kernel and its structure resolvent. J. Applied Math. Comput., 107: 169-180.

5. ---

   Abdou, M.A. and A.A. El-Bary, 2000. Fred holm B volttera integral equation with potential kernel. Int. J. Math Mathematics Sci., 26: 321-330.

6. ---

   Brunner, H., 1990. On the numerical solution of nonlinear BVolterra-Fredholm integral equations by collection method. SIAM, 27: 987-1000.

7. ---

   El-Bary, A.A. and I.H. El-Sirafy, 1999. An infinite plate with a curvilinear hole in S-plane. Le Matematiche, 54: 261-274.
   Direct Link

8. ---

   El-Bary, A.A. and I.S. Ismail, 2000. Solution of first and second fundamental problems of an elastic infinite plate. Int. J. Applied Math., 4: 247-260.

9. ---

   Abdou, M.A., 2001. Integral equation of mixed type and integrals of orthogonal polynomials. J. Comput. Applied Math., 138: 273-285.

10. ---

    Kaya, A.C. and F. Erdogan, 1987. On the solution of integral equations with a generalized cauchy kernel. Q. Applied Math., 45: 455-469.

11. ---

    Abdou, M.A., 1996. Fredholm integral equation of the second kind with potential kernel. J. Comput. Applied Math., 72: 161-167.
    CrossRef

12. ---

    Atkins, E.K., 1976. Asurvey of Numerical Method for the Solution of Fredholm Integral Equation of the Second Kind. SIAM, Philadelphia.

13. ---

    Delves, L.M. and J.L. Mohamed, 1985. Computational Methods of Integral Equations. 1 Edn., University Press, Cambridge.
    Direct Link

14. ---

    Gendi, S.E.E., 1969. Chebyshev solution of differential equations and integro differential equations. Comput. J., 12: 282-287.
    Direct Link

15. ---

    Abdou, M.A., 2002. Fredholm-Volterra integral equation of the first kind and contact problem. J. Applied Math. Comput., 125: 177-193.
    CrossRef