Abel–Goncharov interpolation
In mathematics, Abel–Goncharov interpolation determines a polynomial such that various higher derivatives are the same as those of a given function at given points. It was introduced by Whittaker and rediscovered by Goncharov .
Abel-Goncarov interpolationAbel-Goncharov interpolationAbel-Goncharov polynomialAbel-Gonscharoff interpolationAbel-Gontcharov interpolationAbel-Gontscharoff interpolating polynomialAbel-Gontscharoff interpolationAbel–Goncarov interpolationAbel–Goncharov polynomialAbel–Gonscharoff interpolationAbel–Gontcharov interpolationAbel–Gontscharoff interpolating polynomialAbel–Gontscharoff interpolation
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Abel-Goncarov interpolationAbel-Goncharov interpolationAbel-Goncharov polynomialAbel-Gonscharoff interpolationAbel-Gontcharov interpolationAbel-Gontscharoff interpolating polynomialAbel-Gontscharoff interpolationAbel–Goncarov interpolationAbel–Goncharov polynomialAbel–Gonscharoff interpolationAbel–Gontcharov interpolationAbel–Gontscharoff interpolating polynomialAbel–Gontscharoff interpolationList of numerical analysis topicsList of special functions and eponyms
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Abel–Goncharov interpolation
In mathematics, Abel–Goncharov interpolation determines a polynomial such that various higher derivatives are the same as those of a given function at given points. It was introduced by Whittaker and rediscovered by Goncharov .
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In mathematics, Abel–Goncharov ...... nd rediscovered by Goncharov .
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In mathematics, Abel–Goncharov ...... nd rediscovered by Goncharov .
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Abel–Goncharov interpolation
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