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jensen inequation
相关语句
  jensen不等式
     Jensen Inequation and its Applications
     Jensen不等式及其应用
短句来源
     Deriving mean-inequation, Holder inequation and Cauchy inequation from Jensen inequation.
     根据Jensen不等式 ,引出平均值不等式、Holder不等式、Cauchy不等式的积分形式
短句来源
     A nonlinear degenerate parabolic equation subject to Dirichlet initial-boundary conditions is considered. Using eigenfunction and Jensen inequation,under certain assumptions,it is proved that the blowup of solution occurs at finite time.
     考虑一类非线性退化抛物型方程初边值问题,利用特征函数和Jensen不等式,在一定条件下,证得方程的解在有限时刻爆破.
短句来源
  “jensen inequation”译为未确定词的双语例句
     This paper discusses the acquisition of Jensen Inequation by expatiating on convex functions and the relationship between convex functions and inequations.
     通过对凸函数的描述 ,凸函数与不等式的关系 ,得到了琴生 (Jensen)不等式 .
短句来源
  相似匹配句对
     Jensen Inequation and its Applications
     Jensen不等式及其应用
短句来源
     The Prove of Inequation
     不等式的证明
短句来源
     Deriving mean-inequation, Holder inequation and Cauchy inequation from Jensen inequation.
     根据Jensen不等式 ,引出平均值不等式、Holder不等式、Cauchy不等式的积分形式
短句来源
     Application of Jensen inequality
     琴生(Jensen)不等式的应用
短句来源
     The Generalization of Jensen's Inequalities
     詹生(Jensen)不等式的推广
短句来源
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This paper discusses the acquisition of Jensen Inequation by expatiating on convex functions and the relationship between convex functions and inequations. That is, a succession of inequations can be obtained directly by using convex functions or quadratic derivative symbols in calculous. Thereby, it can be concluded that, in the case of the stability of quadratic derivative symbol, a series of subsequent inequality will be obtained on the basis of Jensen Inequation, thus providing some theoretical...

This paper discusses the acquisition of Jensen Inequation by expatiating on convex functions and the relationship between convex functions and inequations. That is, a succession of inequations can be obtained directly by using convex functions or quadratic derivative symbols in calculous. Thereby, it can be concluded that, in the case of the stability of quadratic derivative symbol, a series of subsequent inequality will be obtained on the basis of Jensen Inequation, thus providing some theoretical basis for some inequation problems in mathematic contests and elementary mathematics constructions as well.

通过对凸函数的描述 ,凸函数与不等式的关系 ,得到了琴生 (Jensen)不等式 .利用凸函数或微积分中二阶导数符号可以直接给出一连串不等式 .如由 (0 ,π)内 (sinx )″<0得到在 ΔABC中有 sin A +sin B +sin C≤3 32 ;0 ,π2 内 (tgx )″>0得到在锐角 ΔABC中有 tg A +tg B +tg C≥ 3 3 .从而说明凸函数或函数在某区间上二阶导数符号不变时应用琴生不等式可得到一系列不等式 ,为数学竞赛和初等数学构造一些不等式问题提供了理论依据 .

Deriving mean-inequation, Holder inequation and Cauchy inequation from Jensen inequation.

根据Jensen不等式 ,引出平均值不等式、Holder不等式、Cauchy不等式的积分形式

A nonlinear degenerate parabolic equation subject to Dirichlet initial-boundary conditions is considered.Using eigenfunction and Jensen inequation,under certain assumptions,it is proved that the blowup of solution occurs at finite time.

考虑一类非线性退化抛物型方程初边值问题,利用特征函数和Jensen不等式,在一定条件下,证得方程的解在有限时刻爆破.

 
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