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Clenshaw algorithm

In numerical analysis, the Clenshaw algorithm, also called Clenshaw summation, is a recursive method to evaluate a linear combination of Chebyshev polynomials. The method was published by Charles William Clenshaw in 1955. It is a generalization of Horner's method for evaluating a linear combination of monomials.

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Clenshaw algorithm

Nodes17
Edges16
Triples8
Avg. degree1.88
Density0.117647
Components1

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Clenshaw algorithm

Top relations

related to Difference in meridian arc lengths · 5
Clenshaw algorithm → Clenshaw, Finally, Sometimes, The, This
related to Clenshaw algorithm · 3
Clenshaw algorithm → Clenshaw, In, The

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displaystyle sin theta recurrence clenshaw beta algorithm phi alpha cos chebyshev compute begin end functions method series sum summation relation

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SubjectPredicateObjectConfidenceSrc
Clenshaw algorithmrelated to Clenshaw algorithmIn0.60section
Clenshaw algorithmrelated to Clenshaw algorithmClenshaw0.60section
Clenshaw algorithmrelated to Clenshaw algorithmThe0.60section
Clenshaw algorithmrelated to Difference in meridian arc lengthsSometimes0.60section
Clenshaw algorithmrelated to Difference in meridian arc lengthsThis0.60section
Clenshaw algorithmrelated to Difference in meridian arc lengthsClenshaw0.60section
Clenshaw algorithmrelated to Difference in meridian arc lengthsThe0.60section
Clenshaw algorithmrelated to Difference in meridian arc lengthsFinally0.60section

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