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Original Articles

A collocation approximation of singularly perturbed second order ordinary differential equation

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Pages 205-211 | Received 11 Jul 1990, Published online: 19 Mar 2007

References

  • Lanczos , C. 1956 . Applied Analysis , New Jersey : Prentice Hall .
  • Fox , L. 1980 . Numerical methods for boundary-value problems in computational techniques for ordinary differential equations , Edited by: Gladwell , I. and Sayers , D. K. 175 – 216 . Academic Press .
  • Onumanyi , P. and Ortiz , E. L. 1984 . Numerical solution of stiff and singularly perturbed boundary value problems with a segmented-adaptive formulation of the Tau method . Math. Comp. , 43 : 189 – 203 .
  • Bader , G. and Ascher , U. 1987 . A new basis implementation for a mixed order boundary value ODE Solver . SIAM J. Sci. Stat. Comput. , 8 ( No. 4 ) July : 483 – 500 .
  • Flaherty , J. E. and Mathon , W. 1980 . “ Collocation methods for singularly-perturbed boundary value problems in boundary and interior layers ” . In Computational and Asymptotic Methods , Edited by: Miller , J. J. H. 77 – 92 . Dublin : Boole Press .

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