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    Spline solutions for nonlinear two point boundary value problems

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    IJMMS.1980.518247.xml (2.442Kb)
    IJMMS.1980.518247.pdf (631.3Kb)
    Date
    1980-1-1
    Author
    Usmani, Riaz A.
    Metadata
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    Abstract
    Necessary formulas are developed for obtaining cubic, quartic, quintic, and sextic spline solutions of nonlinear boundary value problems. These methods enable us to approximate the solution of the boundary value problems, as well as their successive derivatives smoothly. Numerical evidence is included to demonstrate the relative performance of these four techniques.
    URI
    http://hdl.handle.net/1993/23802
    DOI
    10.1155/S0161171280000099
    Collections
    • Faculty of Science Scholarly Works [209]
    • University of Manitoba Scholarship [1952]

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