- Abrahamsson , L.R. , Keller , H.B. and Kries , H.O. 1974 . Difference approximations for singular pertuibation of systems of ordinary differential equations . Numer. Math. , 22 : 367 – 391 .
- Doolan , E.P. , Miller , J.J.H. and Schilders , W.H.A. 1980 . Uniform numerical methods for problems with initial and boundary layers , Dublin : Boole Press .
- Farrel , P.A. 1987 . Sufficient conditions for uniform convergence of a class of difference schemes for singular perturbation problems . IMA J. Numer. Anal. , 7 : 459 – 472 .
- Miller , J.J.H. , O'Riordan , E. and Shishkin , G.I. 1996 . Fitted numerical methods for singular perturbation problems. Error estimates in the maximum norm for linear problems in one and two dimensions , Singapore : World scientific publishing Co. Pvt Ltd. .
- O'Malley , R.E. 1974 . Introduction to singular perturbations , New York : Academic Press .
- O'Malley , R.E. 1990 . Singular pertuibation methods for ordinary differential equations , New York : Springer-Verlag .
- Nayfeh , A.H. 1981 . Introduction to pertuibation methods , New York : John Wiley and sons .
- ROOS , H.G. , Stynes , M. and Tobiska , L. 1996 . Numerical methods for singularly perturbed differential equations- convectiondiffution and flow problems , Springer .
- Howes , P.A. 1982 . Differential inequalities of higher order and the asymptotic solution of the nonlinear boundary value problems . SIAM J. Mam. Anal. , 13 (1} ) : 61 – 80 .
- Howes , FA. 1983 . The asymptotic solution of a class of third-order boundary value problem arising in the theory of min film flow . SIAM J. Appl. Math. , 43 (5} ) : 993 – 1004 .
- Roberts , S.M. 1988 . Further examples of the boundary value technique in singular pertuibation problems . Journal of Mathematical Analysis and Applications , 133 : 411 – 436 .
- Weili , Zhao . 1990 . Singular perturbations of boundary value problems for a class of third order nonlinear ordinary differential equations . Journal of Differential equations , 88 (2} ) : 265 – 278 .
- Jayakumar , J. and Ramanujam , N. 1993 . A computational method for solving singular perturbation problems . Applied Mathematics and Computation , 55 : 31 – 48 .
- Jayakumar , J. and Ramanujam , N. 1994 . A numerical method for singular pertuibation problems arising in chemical reactor theory . Computers Math. Applic. , 27 (5} ) : 83 – 99 .
- Natesan , S. and Ramanujam , N. 1998 . A computational method for solving singularly perturbed turning point problems exhibiting twin boundary layers . Applied Mathematics and Computation , 93 : 259 – 275 .
- Feckan , Michel . 1994 . Singularly perturbed higher order boundary value problems . Journal of differential equations , III (1} ) : 79 – 102 .
- Krishnamooithy , E.V and Sen , S.K. 1986 . Numerical algorithms-computations in science and engineering , New Delhi : Affliated East-West Press Pvt Ltd. .
- Khadalbajoo , M.K. and Reddy , Y.N. 1987 . Numerical treatment of singularly perturbed two-point boundary value problems . Appl. Mam. Comput , 21 : 93 – 110 .
- Khadalbajoo , M.K. and Reddy , Y.N. 1987 . Approximate methods for the numerical solution of singular perturbation problems . Appl. Math. Comput. , 21 : 185 – 199 .
- Khadalbajoo , M.K. and Reddy , N. 1987 . Perturbation problems via deviating arguments . Appl. Mam. Comput , 21 : 221 – 232 .
- Adams , A. and Spreuer , H. 1975 . Über das vorligen der Eigen schaft von monotoner Art bei fortschreitend bez nur als ganzes losbarem sustemen . Z. Angew. Math. Mech , 55 : 191 – 193 .
- Ramanujam , N. and Srivartsava , U.N. 1980 . Singular perturbation problems for systems of differential equations of parabolic type . Funkcialaj Ekvacioj , 23 ( 3 ) Decembro
- Niederdrenk , K. and Yserentant , H. 1983 . The uniform stability of singularly perturbed discrete and continuous boundary value problems . Numer. Math. , 41 : 223 – 253 .
- Gartlend , E.C. 1988 . Graded mesh difference schemes for singularly perturbed two-point boundary value problems . Math., Comput , 51 : 631 – 657 .
- Sun , G. and Stynes , M. 1995 . Finite element methods for singularly perturbed higher order elliptictwo-point boundary value problems II: convection-diffusion type . IMA J. Numer. Anal. , 15 : 197 – 219 .
- Sun , G. and Stynes , M. 1995 . Finite element methods for singularly perturbed higher older elliptic two-point boundary value problems I: reaction-diffusion type . IMA J. Numer. Anal. , 15 : 117 – 139 .
- Semper , B. 1994 . Locking in finite element approximation of long thin extensible beams . IMA J. Numer. Anal. , 14 : 97 – 109 .
- Roos , H.G. and Stynes , M. 1991 . A Uniformly convergent discretization method for a forth older singular perturbation problem . Bonner mam. Schriften , 228 : 30 – 40 .
- O'Malley , R.E. 1991 . Singular perturbation methods for ordinary differential equations , Berlin : Springer .
- Ramanujam , N. and Srivartsava , U.N. 1979 . Singular perturbation problems for systems of PDEs of Elliptic type . JMAA , 71 (1} ) Sep.
- Roberts , S.M. 1982 . A boundary value technic for singular perturbation problems . J. of Mathematical Analysis and Applications , 87 : 489 – 508 .
- Protter , M.H. and Weinbeiger , H.F. 1967 . Maximum principles in differential equations , Englewood Cliffs : Prentice-Hall .
International Journal of Computer Mathematics
Volume 79, 2002 - Issue 6