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2006•Basic Sciences Journal of Textile UniversitiesRequires access

Hermite three point interpolation formula under the intermediate node

Yan Ning-sheng

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Abstract

Solving a kind of non-polynomial interpolation problem can be transferred into solve!4 derivation polynomial interpolation problems with prime facterization in this paper.Both the existence and uniqueness of the Hermite three point interpolation formula in power exponent form has been proved under one first order derivative of the intermediate node.It has been structured in two ways.One example has been given finally.

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What this paper is about

Solving a kind of non-polynomial interpolation problem can be transferred into solve!4 derivation polynomial interpolation problems with prime facterization in this paper.Both the existence and uniqueness of the Hermite three point interpolation formula in power exponent form has been proved under one first order derivative of the intermediate node.It has been structured in two ways.One example has been given finally.

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Available abstract

Solving a kind of non-polynomial interpolation problem can be transferred into solve!4 derivation polynomial interpolation problems with prime facterization in this paper.Both the existence and uniqueness of the Hermite three point interpolation formula in power exponent form has been proved under one first order derivative of the intermediate node.It has been structured in two ways.One example has been given finally.

Key concepts: Hermite interpolation, Birkhoff interpolation, Interpolation (computer graphics), Mathematics, Polynomial interpolation, Hermite polynomials, Polynomial, Uniqueness

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