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    Numerical computation of the p-th derivative of a function
    (Selcuk University Research Center of Applied Mathematics, 2011) Yılmaz, Bülent; Kartal, Sadi
    Recently efforts have been made to compute first and second derivatives of a function numerically when it's values are known in a specific interval. In the derivation mainly Chebyshev polynomials and Lagrange interpolation were used by M.T.Rashed. In this study, a generalized form is reached for the p-th derivative of a function. Thus encoding of the method on personal computer and finding solutions can be easily done. Method is applied to different examples are made and advantages and disadvantages are indicated.