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    Numerical methods for approximating eigenvalues of boundary value problems

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    IJMMS.1986.109419.xml (3.997Kb)
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    Date
    1986-1-1
    Author
    Usmani, Kiaz A.
    Isa, Mohammad
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    Abstract
    This paper describes some new finite difference methods for the approximation of eigenvalues of a two point boundary value problem associated with a fourth order linear differential equation of the type (py″)′​′−(qy′)′+(r−λs)y=0. The smallest positive eigenvalue of some typical eigensystems is computed to demonstrate the practical usefulness of the numerical techniques developed.
    URI
    http://hdl.handle.net/1993/23796
    DOI
    10.1155/S0161171286000716
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    • Faculty of Science Scholarly Works [209]
    • University of Manitoba Scholarship [1952]

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