%
%
%														پس از اضافه نمودن مراجع، این فایل را ذخیره نموده و سپس فایل اصلی رساله را اجرا کنید
%
%

\begin{thebibliography}{99} 						
%
\begin{latin}
 	
\bibitem {[36]} {\sc  Bao, w., and Yang, L.} {\em Efficient and accurate numerical methods for the Klein-Gordon-Schr\"{o}dinger equations},
J. Comput. Phys, 225 (2007) 1863-1893.

\bibitem{[39]} {\sc Benko, D., Biles, D. C., Robinson, M. P., and Spraker, J. S.} {\em Numerical approximation for singular second order differential equation } Math.Comut.Model.49(5-6),(2009)1109-1114 

\bibitem{[40]} {\sc Benko, D., Bykes, D. C., Robinson, M. P., and Spraker, J. S.
}, {\em Nystrom methods and singular second-order differential equation
} Comput.Math.Appl.56,(2008)1975-1980 

\bibitem {[41]} {\sc Chawla, M. M., Jain, M. K., and Subramanian, R.}, {\em The application of explicit Nystrom methods to singular second order differential equation} Comput.Math.Appl.19,(1990)47-51

\bibitem{[46]}{\sc Caglar, H., Caglar, N., and Ozer, M.}, {\em B-spline solution of non-linear singular boundary value problems arising in physiology} ,Chaos,solitons & Fractals,In press corrected proof,available online. 


\bibitem{[48]} {\sc Chawla, M. M., and Katti, C. P.}, {\em Finite difference method and their convergence for a class of singular two-point boundary value  problems


\bibitem{[44]} {\sc Kadalbajoo, M., Aggarwal, K and Vivek, K.}, {\em Numerical solution of singular boundary value problems via chebyshev polynomial and B-spline}, Appl.Math.Comput.160(2005)851-863 

\bibitem {[45]} {\sc Kadalbajoo, M., Aggarwal, K and Vivek, K.}, {\em Fitted mesh B-spline collocation method for solving self-adjoint singulary perturbed boundary value problems}, Appl.Math.Comput.161(2005)973-987 

\bibitem {[34]} {\sc  Kadalbajoo, M., Aggarwal, K and Vivek, K.}, {\em Cubic spline for solving singular two-point boundary value problems },Appl.Math.Comput.,156,249-259 (2004)

\bibitem {[37]} {\sc  Khuri, S., and Sayfy, A.}, {\em A Twofold spline chebyshev linearization approach for a class of singular second-order nonlinear differential equation} 
Sharjah,Uae.2012

\bibitem{[32]} {\sc Pandey, R. K., and Arvind, K.}, {\em On the convergence of a finite difference method for a class of singular boundary value problems arising in physiology}, J.Comput. Appl.Math 166(2004)553-564,
1845-1849

\bibitem{[333]} {\sc Shijun, L.}, {\em A new analytic algorithm of Lane-Emden type equation} Appl.Math.Comput,142(2003)1-16

\bibitem{[444]} {\sc Ravi Kanth, A. S.V., and Aruna, K.}, {\em He's variational iteration method for treating nonlinear singular boundary value problems.}Comput. Math.Appl.60(2010)821-829

\bibitem {[47]} {\sc Ravi Kanth, A. S. V., and Bhattacharya, V.}, {\em Cubic spline polynomial for a class of non-linear singular two-point boundrary value problems arising in physiology 
}, Appl.Math Comput,174 (2006) 768-774

\bibitem {[49]} {\sc Stoer, J., and Bulirsch, R.}, {\em Introduction to Numerical Analysis}, Second Edition,Translated by R.Bartels,W.Gautschi,and  C.Witzgall, Springer-Verlag

\bibitem {[50]} {\sc Mason, J. C. and Handscomb, D. C.}, {\em Chebysheve polynomials} 2003 by Crc press LLc 

	
\end{latin}

\end{thebibliography}