2005•Unpublished venueRequires access

The extrapolation method of two-order and three-point numerical differential formulas

Qiang Wang

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Abstract

The gradual approximate expansion formulas of two order and three points numerical differential formula error are obtained by Taylor Formula.The convergence order of two order and three points numerical differential formula is improved by Richardson Extrapolation Method.High precision formulas of two order numerical differential are obtained.

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What this paper is about

The gradual approximate expansion formulas of two order and three points numerical differential formula error are obtained by Taylor Formula.The convergence order of two order and three points numerical differential formula is improved by Richardson Extrapolation Method.High precision formulas of two order numerical differential are obtained.

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Available abstract

The gradual approximate expansion formulas of two order and three points numerical differential formula error are obtained by Taylor Formula.The convergence order of two order and three points numerical differential formula is improved by Richardson Extrapolation Method.High precision formulas of two order numerical differential are obtained.

Key concepts: Richardson extrapolation, Extrapolation, Mathematics, Taylor series, Order of accuracy, Convergence (economics), Numerical analysis, Order (exchange)

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