起首基于微分中值定理(DMVT),将仿射非线性奇怪体系改变为线性变参数体系.接着,采取LMI处置办法及Lyapunov稳固性实际,分离设计状况反应掌握器和基于状况不雅测...
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4.6 The Mean Value Theorem 均值定理 最后一提的是均值定理 (Mean Value Theorem), 这个定理其实很简单、 很容易理解, 但若是平时没有注意到, 而忽略了它, 考试时根本弄不清楚题目在问什么, 那就实在太吃亏了...
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②利用势能最小原理(Minimum Potential Theory)与泛函数值定理 (Stationary Function Theory)转换成一组线性联立方程。 ③处理过程简明。
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中值定理 [数] mean value theorem ; theorem of the mean ; [数] Intermediate Value Theorem ; Lagrange
极值定理 extreme value theorem ; Extreme Vingue Theory ; extreme value heorem
均值定理 [数] Mean Value Theorem ; law of the mean
微分中值定理 differential mean value theorem ; differential Theorem of Mean ; Mean value theorem of differential
平均值定理 theorem of the mean ; [数] mean value theorem ; theorem of mean value ; first mean value theorem
单值定理 [数] monodromy theorem
中间值定理 Intermediate value of Theorem ; intermediate value theorem
广义均值定理 extended mean value theorem ; cauchy mean value formula
高斯平均值定理 [数] Gauss Mean value theorem
本文就积分第一中值定理给出了一个简单的证明。
This paper gives a simple proof of the first mid -value theorem of Integral.
给出了亚纯函数四值定理中一个引理的简化证明。
We will give reduce demonstration for a lemma in four values theorem of meromorphic function.
给出并证明了关于积分第二中值定理“中间点”的渐近性定理。
In this article, the author has proved the theorem of "middle point" in the second integral mean value.
To actually apply this it helps to go to something called the normal approximation to the binomial, because it's kind of difficult to compute this formula.
在实际应用这些公式的时候,需要运用二项分布的正态近似定理,因为二项分布公式的值很难计算
应用推荐