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Modified Formula for Cotes Rule with Fifths Derivatives of Endpoint
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作者 SUN Fan han ke-zhong 《Chinese Quarterly Journal of Mathematics》 CSCD 2009年第4期585-589,共5页
This paper presents a Modified Formula for Cotes rule with fifths derivatives of endpoint and its truncation error. It also displays an analysis on convergence order of compound formula. Though compound modified formu... This paper presents a Modified Formula for Cotes rule with fifths derivatives of endpoint and its truncation error. It also displays an analysis on convergence order of compound formula. Though compound modified formula for Cotes rule with endpoint derivatives just calculates a newly-added fifths derivative of the two endpoints for each time compared with compound Cotes formula calculation, there are 2 more ranks of the convergence order in this modified formula. Examples of numerical calculation have validated theoretical analysis. 展开更多
关键词 numerical integration algebraic precision truncation error order of convergence
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