复化梯形公式和复化辛普森公式的对比分析与应用
rapezoid formula of rehabilitation and restoration of Simpson\
通过结合复化梯形公式和辛普森公式概念和性质的论述，将其进行对比和示例的演示，诣在了解数值分析在实际中的应用以及复化积分公式的优点，其作为一种工具在生产和生活中发挥了巨大的作用。并且由于数值积分的误差直接影响运算结果的精度，所以通过对比来理解数学余项和误差的含义，精度的概念，收敛性和稳定性的内容。
Through a combination of the concept and nature of trapezoid formula and complex formula of Simpson. Compared with the examples and demonstrations, aim to understand the practical applications of numerical analysis and advantages of Rehabilitation of Integral formula , as a tool in the production and life it play a huge role.Moreover, Because numerical integration error has a direct impact on the precision of operational results, so by comparing , aim to understand the remainder term of math ,error meaning , the concept of precision, convergence and stability.
刁红、赵晓慧
数学
复化梯形公式复化辛普森公式余项及误差代数精度收敛性及稳定性
Rehailitation of trapezoid formulaRehailitation of Simpson formulaErrorlgebraic precisiononvergence and Stability
刁红,赵晓慧.复化梯形公式和复化辛普森公式的对比分析与应用[EB/OL].(2009-03-05)[2025-08-18].http://www.paper.edu.cn/releasepaper/content/200903-162.点此复制
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