恒等式

As their application, we obtain some indentities for the infinite products from the new expression in the special cases of these fuctions, and establish simultaneously a kind of inequalities with their convexities.

作为应用，在特殊情况下得出了这些广义函数的新的表达式，由此出发得到了一些关于自然数和合数的无穷乘积的恒等式，同时由广义函数各种凸性建立了若干解析不等式。

This article about renews accountant the identical equation and the property debt table suggestion,involves international general foundation accountant the theory.

本文关于更新会计恒等式和资产负债表的建议，涉及国际通用的基础会计理论。

Finally, making use of integral equalities associated with Bessel functions, the explicit expressions for elastic displacement and stress fields induced by these defects can be obtained in terms of elementary functions.

最后，通过一些Bessel函数的积分恒等式，便可给出在这些准晶中由这些缺陷所诱导出的以初等函数的明显表达式表示的弹性位移场和应力场。

But the arrival of the microprocessor flipped the price equation.

然而，微处理器的出现打破了这一价格恒等式。

We can lead out the equivalent border integral equation by Green the second equation,dividing the inner border in the liquid into a series strip of awls shell or cylindrical shell ,and solve border integral equation along different segment of border, then lead out border integral equation.

由Green第二恒等式导出等价的边界积分方程，将液体内边界分成一系列锥壳或柱壳状条，对边界积分方程进行分段积分，导出边界元格式方程。

The identical equation, one of the basic theories is based on "accountiong assets as the center." However , when it conies to the age of intellectual economy, the intellectual resource bacomes the first in the competition of resources and the intellectual assets the core of the enterprises.

作为基础理论之一的恒等式，过去是建立在以财务资本为中心的观点上，而在知识经济时代，知识资源是企业竞争的首位资源，知识资本将是企业的核心。

In this paper, some methods in probability theory are used to prove several equalities and inequalities in Mathematics. By this, we can see the close relationship between them.

本文利用概率论中方法证明恒等式和不等式，从中可看出它们之间的联系以及应用概率论方法解题的美妙之处。

In the third chapter,we prove two general symmetric identities involving the generalized degenerate Bernoulli polynomials and sums of generalized falling factorials by applying their generating functions,these results extend some known identities,and give an relationship of the generalized degenerate Bernoulli polynomials.

第三章，利用广义退化的Bernoulli多项式以及广义阶乘求和的生成函数，证明了两个对称恒等式，推广了一些已知的结论，并得到广义退化的Bernoulli多项式的一个闭形式。

With these identities, fermion mass and bound state spectra are obtained, and in terms of gap equation phase structure is discussed.

这种方法是从对称性的角度出发，通过正规顶角之间的Ward-Takhashi恒等式来研究费米子质量的动力学产生和束缚态的质量谱，利用能隙方程来讨论体系各种可能的相结构。

This invariant relationship provides an exactly statistical interpretation forwhy the stochastic noise in gene expression should be measured by the normalizedvarianceσ

这个恒等式从统计上准确解释了，基因表达中要用标准化方差(σ2/ n 2，即方差除以期望的平方)作为基因表达随机噪声大小的测度而不是Fano factor的原因是，标准化方差揭示了基因表达中随机性和系统大小之间的本质联系。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。