Exponential Fitting for the Solution of Two-Point Boundary Value Problems with Cubic Spline Collocation Tau-Method

References

• Taiwo , O. A. 1993 . “Numerical Solution of Second Order Ordinary Differential Equations by Spline Collocation Tau Method” . NJMA , 6 : 1 – 16 .
   Google Scholar
• Taiwo , O. A. 1988 . “A comparison of three global collocation methods for boundary value problem with error estimation” . AMSE Rev., AMSE Press , 7 (1} ) : 53 – 63 .
   Google Scholar
• Okoro , F. , Onumanyi , P. and Taiwo , O. A. 1990 . “A collocation approximation of singularly perturbed second order differential equations” . Comp. Math. , 40 (3} ) : 205 – 211 .
   Google Scholar
• Taiwo , O. A. and Evans , D. J. 1997 . “Collocation Approximation for fourth-Order Boundary Value Problem” . Intern. J. Computer Math. , 63 : 57 – 66 .
   Web of Science ®Google Scholar
• Albasiny , E. L. and Heskins , W. D. 1969 . “Cubic Spline Solutions to two-point boundary value problems” . Computer J. , 12 : 151
   Web of Science ®Google Scholar
• Fyfe , D. H. 1969 . “The use of Cubic Spline in the solution of two-point boundary value problems” . Computer J. , 12 : 188
   Web of Science ®Google Scholar
• Taiwo , O. A. 1991 . “Collocation methods for singularly perturbed ordinary differential equation” . Ibm , , Nigeria : University of Ilorin . Ph.D. Thesis (Unpublished}
   Google Scholar
• Ortiz , E. L. 1969 . “The Tau method” .
   Google Scholar
• SIAM , J. Numerical Analysis , 6 480 – 492 .
   Web of Science ®Google Scholar