弱条件n元多函数高阶对称式柯西中值定理
약조건n원다함수고계대칭식가서중치정리
The High Order Symmetric Cauchy＇s Mean Value Theorem of the Weak-Condition and n -variable Multiple Functions
  • 万方数据
    五邑大学学报：自然科学版 오읍대학학보：자연과학판
    Journal of Wuyi University(Natural Science Edition)
    2012年 2期 22-24 ,共3页

    陈新明%杨逢建

    진신명%양봉건

    柯西中值定理%n元多函数%对称式%高阶导数 柯西中值定理%n元多函數%對稱式%高階導數
    가서중치정리%n원다함수%대칭식%고계도수
    Cauchy's mean value theorem%n-variable multiple functions%symmetric%high order derivative
    以行列式为工具,给出了n元多函数对称式含高阶导数的柯西中值定理,减弱了柯西中值定理的条件.
    이행렬식위공구,급출료n원다함수대칭식함고계도수적가서중치정리,감약료가서중치정리적조건.
    This paper, using the determinant as a tool, gives the high order symmetric Cauchy＇s Mean value theorem of the n-variable multiple functions, which weakens the conditions for the Cauchy mean value theorem.
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