恒等的例句大全

Application of identical transformation in solving mathematical questions were introduced and briefed.

归纳总结出恒等变形在解决初等数学问题中的一些应用.

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The teacher drew two identical triangles with sides approximately 10 cm long on blackboard.

老师在黑板上画了两个每边长约10厘米的恒等三角形.

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A quad amplifier contains four identical circuit units.

一台四元组放大器包含四个恒等电路单元.

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The characteristic equations of the two equations are identical.

两方程对应的特征方程是恒等的.

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An Important Theta Function Identity and Its Applications

一个重要的Theta函数恒等式及其应用

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An identity is true regardless of the values of its variables.

恒等式中的变量变化不影响恒等式的成立.

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The identity under numerical multiplication is 1.

在数字乘法中,恒等式是1.

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By Studying the properties Chebyshev polynomials, Some identities of Chebyshev Polynomials and Lucas numbers are obtained.

通过对契贝谢夫多项式性质的研究, 得到了契贝谢夫多项式与鲁卡数的平方和的一组恒等式.

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Two trigonometric identities and Euler formula' proof

两个三角恒等式及Euler公式的推广

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Furthermore, we introduce the notion of theta decompositions to derive new theta function identities. We explain how to transform the set of the theta function solutions of a given contiguous relation into a finite dimensional vector space over the field K ( q).

进一步，为了推导新的恒等式，我们引入了theta分解的概念，说明了给定邻接关系的theta函数解空间可以转化为域K（q）上的有限维向量空间。

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Identities of Theta Function

Theta函数的恒等式

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Rogers-Ramanujan Type Identities and False Theta Function Formulae

Rogers-Ramanujan类型恒等式与部分theta函数公式

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The new theta function identities can be derived by considering the linear dependence relations among the elements of the vector space.

通过研究向量之间的线性相关性即可得到新的theta函数恒等式。

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This paper had obtained some intersting identitiesdepending on generalized Binet formula and shift operator.

本文以广义的Binet公式与移位算子方法为基础,得到了若干有趣的恒等式.

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On the Some Proof Method of Binomial Coefficient Indentity

浅谈二项式系数恒等式的几种证明方法

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Vandermonde typed determinant and combinatorial identity

Vandermonde类型行列式与组合恒等式

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ON A GENERALIZATION OF THE EPSTEIN Z FUNCTION.

Riemann-Zeta函数的超几何级数方法和组合恒等式.

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An arithmetic or an algebraic identity is an equation.

算数或代数恒等式是方程.

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We can construct the following sequence of identities.

我们能够得到下列一系列恒等式.

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To facilitate the calculation of commutators, we list identities.

为了便于计算对易子, 我们列出一些恒等式.

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