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Solving First Order Incomplete Hermite Interpolation Problem by Difference Quotient Method

Jing Cai

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Abstract

This paper mainly considers solving the first order incomplete Hermite interpolation problem by the method of difference quotient.The corresponding Hermite interpolating formulas are presented and error estimates are processed.The advantage of the method reported in this paper is indicated by comparison with existing Lagrange primary function method.

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What this paper is about

This paper mainly considers solving the first order incomplete Hermite interpolation problem by the method of difference quotient.The corresponding Hermite interpolating formulas are presented and error estimates are processed.The advantage of the method reported in this paper is indicated by comparison with existing Lagrange primary function method.

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Available abstract

This paper mainly considers solving the first order incomplete Hermite interpolation problem by the method of difference quotient.The corresponding Hermite interpolating formulas are presented and error estimates are processed.The advantage of the method reported in this paper is indicated by comparison with existing Lagrange primary function method.

Key concepts: Hermite interpolation, Quotient, Mathematics, Interpolation (computer graphics), Hermite polynomials, Cubic Hermite spline, Order (exchange), Applied mathematics

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