1、

The integral of complex harmonic functions are established and its Cauchy integral theorem and Cauchy integral formula are obtained. In addition, the characteristic of Cauchy integral formula for complex harmonic functions on unit disk are discussed.

建立了复调和函数积分,得出了其Cauchy积分定理与Cauchy积分公式,并讨论了单位圆上复调和函数Cauchy积分公式的特征。

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2、

a new proof method of fourier integral theorem

付里叶积分定理的一种证法

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3、

The Demonstration and Application of the Second Integral Theorem of Mean Reaction

积分第二中值定理的证明及应用

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4、

Real variable function theory is composed of three integral limitation theorems including Control Convergence theorem, Levi Lemma, Fatou Lemma.

实变函数中有几个克服了黎曼积分的缺陷的积分极限定理:控制收敛定理、Levi引理、Fatou引理。

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5、

Discussion on Differential and Integral Calculus Mid value Theorem Conditional Problem of Variation

微分中值定理ξ趋于特定点的收敛情况关于微积分中值定理条件的讨论

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6、

Property of Jacobi Matrix and Theorem of Geometric Integral Transformation

Jacobi矩阵的性质与几何体上积分变换定理

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8、

An Application of Integral Upper Limit Functions to the Mean Value Theorem

积分上限函数在中值定理中的应用

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9、

This text analyzes the condition of derivable property of integral depending on a parameter ( including generalized integration), alters the condition of the theorem, explains the generality in application.

我们对含参变量积分(包括广义积分)可导性的条件进行分析,更换定理的条件,使其应用具有一般性。

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10、

There is a similar thing with the divergence theorem, of course, with flux and double integral of div f, you can apply exactly the same argument.

有一个和散度定理很像的东西,当然,对于通量和div,f的二重积分,都可以使用类似的理论。

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11、

Or, if you really don't like that line integral, you could close the path by adding some other line integral to it, and then compute using Green's theorem.

如果不喜欢计算线积分,可以通过增加一条线积分让曲线封闭起来,然后就可以用格林公式来计算了。

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12、

A Theorem for the Convergence of Generalized Integral and Infinite Series

广义积分与无穷级数收敛定理

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13、

And the condition of σ-weak integral's existence is given. The Dominated Convergence Theorem under the σ-weak operator topology is also given.

并给出了σ弱积分存在的条件及σ弱算子拓扑下的控制收敛定理。

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14、

On the dependence theorem of the second form of surface integral, independent of the surface shape

第二型曲面积分与曲面形状无关的相关定理

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15、

Generalization of a Theorem on the Curve Integral

曲线积分与路线无关性定理的推广

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16、

New Extension of LSRS Convergence Theorem of Mcshane Integral

Mcshane积分的LSRS收敛定理的新扩展

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17、

Spread Calculation Theorem of Improper Integral Cauchy Principal Value in Complex Functions

复函中推广的广义积分科希主值的计算定理

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18、

So, food for thought: let's say that I want to apply Stokes theorem to simplify a line integral along the curve here.

大家想一想:,假定我想利用Stokes定理,来简化这么一条曲线上的线积分。

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19、

Based on testifying the integrand divergence free property of the traction boundary integral equation and Stokes' theorem, the computation of traction boundary integral equation can be transformed into the evaluation of the displacement potential function on the boundary points.

证明面力边界积分方程被积函数的散度等于零,应用Stokes公式,对平面线弹性问题,将面力边界积分的求解转化为边界点的位移势函数的点值计算。

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20、

the divergence theorem tells me this is also equal to the triple integral, d, of div f dv.

散度定理告诉我们,这个也等于,的三重积分。

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