1 K. M. Liu, "The automatic solution to systems of ordinary di erential equations by the Tau method" 38 : 197-210, 1999
2 S. M. Hosseini, "Tau numerical solution of Fredholm integrodi erential equations with arbitrary polynomial bases" 27 : 145-154, 2003
3 E. Babolian, "Solving Concrete Examples by Adomian Method" 135 : 161167-, 2003
4 E. L. Ortiz, "On the numerical solution of non-linear and functional di erential equations with the Tau method, In numerical treatment of di erential equations in applications" Springer 127-139, 1978
5 S. Abbasbandy, "Numerical solution of the system of nonlinear Volterra integro-di erential equations with nonlinear di erential part by the operational Tau method and error estimation" 231 : 106-113, 2009
6 J. Pour-Mahmoud, "Numerical solution of the system of Fredholm integro-di erential equations by the Tau method" 168 : 465-478, 2005
7 K. M. Liu, "Numerical solution of ordinary and partial functiondi erential eigenvalue problems with the Tau method" 41 : 205-217, 1989
8 J. Pour-Mahmoud, "Numerical solution of Volterra integro-di erential equations by the Tau method with the Chebyshev and Legendre bases" 170 : 314-338, 2005
9 G. Ebadi, "Numerical Solution of the Non-linear Volterra Integro-Dfferential Equations by the Tau Method" 188 : 1580-1586, 2007
10 M. K. EL-Daou, "Iterated solutions of linear operator equations with the Tau method" 66 (66): 207-213, 1997
1 K. M. Liu, "The automatic solution to systems of ordinary di erential equations by the Tau method" 38 : 197-210, 1999
2 S. M. Hosseini, "Tau numerical solution of Fredholm integrodi erential equations with arbitrary polynomial bases" 27 : 145-154, 2003
3 E. Babolian, "Solving Concrete Examples by Adomian Method" 135 : 161167-, 2003
4 E. L. Ortiz, "On the numerical solution of non-linear and functional di erential equations with the Tau method, In numerical treatment of di erential equations in applications" Springer 127-139, 1978
5 S. Abbasbandy, "Numerical solution of the system of nonlinear Volterra integro-di erential equations with nonlinear di erential part by the operational Tau method and error estimation" 231 : 106-113, 2009
6 J. Pour-Mahmoud, "Numerical solution of the system of Fredholm integro-di erential equations by the Tau method" 168 : 465-478, 2005
7 K. M. Liu, "Numerical solution of ordinary and partial functiondi erential eigenvalue problems with the Tau method" 41 : 205-217, 1989
8 J. Pour-Mahmoud, "Numerical solution of Volterra integro-di erential equations by the Tau method with the Chebyshev and Legendre bases" 170 : 314-338, 2005
9 G. Ebadi, "Numerical Solution of the Non-linear Volterra Integro-Dfferential Equations by the Tau Method" 188 : 1580-1586, 2007
10 M. K. EL-Daou, "Iterated solutions of linear operator equations with the Tau method" 66 (66): 207-213, 1997
11 Y. Cherruault, "Decomposition methods and a new proof of convergence" 18 (18): 103-106, 1993
12 T. Badredine, "Convergence of Adomian's method applied to integral equations" 28 (28): 557-564, 1999
13 E.L. Ortiz, "An operational approach to the Tau method for the numerical solution of non-linear di erential equations" 27 : 15-25, 1981
14 G. Adomian, "A review of the decomposition method and some recent results for non-linear equations" 13 (13): 17-43, 1992