integral theorem的例句大全

asymptotic behaviour of mediant for integral form cauchy's mean value theorem

积分型柯西中值定理中间点的渐近性质

a class of integral intermediate value theorem and its asymptotic property of mediant

一类积分中值定理及其中间点的渐近性

asymptotic property of mediant for the first integral meanvalue theorem

第一积分中值定理中间点的渐近性质

The binomial theorem for positive integral indices.

正整指数之二项式定理.

In this paper, we obtain several theorem of the definite integral of triangle composite function.

本文给出了计算三角复合函数的定积分的若干方法.

The theorem shows how to find the mean value using a definite integral.

这定理就告诉我们如何借助求积分的办法来找出这个平均值.

Using multiple integral to prove a generalization of Pythagoras theorem and to calculate the Moivre integral.

得到了一类多重积分的计算公式,并运用数学归纳法给出了证明.

On inverse problem of the Mean Value Theorem for integral and its approachability

积分中值定理的逆问题及渐近性

A General Inversion Theorem and Its Application to Convolution Integral Equations

一个普遍反演定理及其对卷积型积分方程的应用

The Noether Theorem of the Singular Integral Equation with Convolution Kernel

含卷积核的奇异积分方程的Noether定理

By using the limit theorem, the authors discuss and prove conclusions of asymptotic property of mean point in second mean value theorem for integrals in concessional terms believing that they will take an important effect in integral.

利用极限理论，给出并证明了减弱条件的积分第二中值定理中值点的渐近性的几个结论，相信在积分学中有着很重要的作用。

A Few Theorem Regarding Integral Upper Limit Function

关于积分上限函数的几个定理

In this article, from one conclusion of one theorem, uniform proof for theorem of mean of Lagrange, Cauchy, integral and Taylor is given. Meanwhile one method of calculation for undefined limit is given too.

由一个定理的结论，给出Lagrange中值定理，Cauchy中值定理，积分中值定理和Taylor中值定理的统一证明及一个计算待定型极限的方法。

At the same time, Hungary mathematician Konig generalized Stieltjes integral accidentally in the course of researching the second mean value theorem in Riemann integral.

几乎同时，匈牙利数学家柯尼克在研究R-积分第二中值定理时，在不经意之中推广了S-积分。