柯西型第一曲线积分中值定理中间点的渐近性质
가서형제일곡선적분중치정리중간점적점근성질
Asymptotic Property of Mid -point in Mean Value Theorem of Canchy Form for First Form Curvilinear Integral
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    宁波工程学院学报 저파공정학원학보
    JOURNAL OF NINGBO UNIVERSITY OF TECHNOLOGY
    2011年 4期 55-58 ,共4页

    范玉全%刘龙章

    범옥전%류룡장

    曲线积分%中值定理%中间点%渐近性质 麯線積分%中值定理%中間點%漸近性質
    곡선적분%중치정리%중간점%점근성질
    curvilinear integral%mean value theorem%Mid -point%asymptotic property
    本文给出并证明了柯西型第一型曲线积分中值定理，讨论了柯西型第一型曲线积分中值定理中间点的渐近性质，所得的结果是文献[2]的推广。
    본문급출병증명료가서형제일형곡선적분중치정리，토론료가서형제일형곡선적분중치정리중간점적점근성질，소득적결과시문헌[2]적추엄。
    This paper gives and proves the mean value theorem of Cauchy form for the first form curvilinear integral and discusses the asymptotic property of the mid - point in the mean value theorem of Cauchy form for the first form curvilinear integral with such results as the popularization of Reference 2.
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