2012Unpublished venueRequires access

The Approximation to Function |x|~α by Lagrange Interpolation Polynomials

Zhikang Lu

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Abstract

The paper studied on the approximation to function |x|α by interpolation polynomials,constructed Lagrange interpolation polynomial with Chebyshev nodes,obtained the approximation,and proved the approximation coefficient was better than previous results.

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What this paper is about

The paper studied on the approximation to function |x|α by interpolation polynomials,constructed Lagrange interpolation polynomial with Chebyshev nodes,obtained the approximation,and proved the approximation coefficient was better than previous results.

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Available abstract

The paper studied on the approximation to function |x|α by interpolation polynomials,constructed Lagrange interpolation polynomial with Chebyshev nodes,obtained the approximation,and proved the approximation coefficient was better than previous results.

Key concepts: Lagrange polynomial, Interpolation (computer graphics), Mathematics, Function (biology), Trigonometric interpolation, Applied mathematics, Polynomial interpolation, Mathematical analysis

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