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模糊函数的Romberg积分

The Romberg Integration of Fuzzy Functions
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摘要 本文通过对模糊数和模糊函数的介绍,定义了模糊函数的积分,并推导出模糊函数的复合梯形积分公式,将该数值积分公式外推改进为Rom-berg积分公式,加快了模糊函数数值积分的收敛速度,最后给出了具体的数值应用. In the article, the integration of fuzzy functions is defined with the introduction of the fuzzy number and the fuzzy function. The Romberg integral formula is derived with the extrapolation from the composite trapezoidal integral formula which is obtained based on the definition. The rapidity of convergence is accelerated by the fuzzy functions' Romberg integration. The proposed algorithm is finally illustrated by numerical examples.
作者 龚黔芬
出处 《宜宾学院学报》 2008年第12期20-21,共2页 Journal of Yibin University
关键词 模糊函数 RIEMANN可积 收敛 梯形积分 Romberg积分 Fuzzy functions Riemann Integral Convergence Trapezoidal Integration Romberg Integration
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参考文献3

  • 1陈水利,李敬功,王向公.模糊集理沦及其血用[M].北京:科学出版社,2005:38-56.
  • 2SEIKKALA S.On the fuzzy initial value problem[J].Fuzzy Sets and Systems,1987(24):319-330.
  • 3ABBASBANDY S,ALLAHVIRANLOO T.Extrapolation methods for improving solution of fuzzydifferential equations[J].Math Comput Appl,2004,9 (2):205-214.

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