Differential Intermediate Value Theorem Proving Problem in the Auxiliary Function Constructor 微分中值定理证明题中辅助函数的构造方法
Asymptotic Properties of Intermediate Point for Cauchy Mean Value Theorem of Integral Type 积分型Cauchy中值定理中间点的渐近性
New Development on the Asymptotic Behavior of the Intermediate Point in the Mean Value Theorem for Differentials 微分中值定理中值点渐进性研究的新进展
Analytic Properties of the Intermediate Point in the Mean Value Theorem for Differential of Two-Variable Functions 二元函数微分中值定理中值点的分析性质变量中含稳定点的第二积分换元定理及应用
The content of intermediate value theorem of the derivative is given and strictly proved by using various methods. 给出了导数的介值定理的内容,并用不同的方法对定理进行了严格的证明。
The intermediate value theorem is proved from another point of view, for the sake of enlightening creative thought of students. 从另一角度证明了中值定理,以期启发学生的创造性思维。
This paper is devoted to studying the asymptotic behavior of the intermediate point in the mean value theorem for first form curve integrals. A general result is obtained. 讨论了第一类曲线积分中值定理中间点的渐近性质,得到了更具一般性的新结果。
Research into progressiveness of intermediate point of Lagrange mean value theorem Lagrange中值定理中间点的渐进性
Lagrange Middle Value Theorem and Intermediate Value Theorem are important theorems in calculus. This article will give an conclusion and Lagrange Middle Value Theorem was used for times for proof. Lagrange中值定理和介值定理是微分学中的重要定理,通过一个结论与多次应用Lagrange中值定理和介值定理证明该结论的方法具有实际应用价值。
Its universal approximation has been proved by using differential intermediate value theorem and Weierstrass theorem. 笔者采用微分中值定理和Weierstrass定理证明它的通用逼近性。
Analytical Proof of the Lagrange Intermediate Value Theorem of Calculus Lagrange微分中值定理的分析证明法
A More Universal Result on the Intermediate Point in the Mean Value Theorem for First Form Curve Integrals 关于曲线积分中值定理中间点的一个一般性结果
By using the deducted intermediate value theorem, an effective methods of getting approximate solutions to equations of the same class, in which the absolute error is 0.1 m ( m ∈ N), is obtained. 利用推广的介值定理,得到了求一类方程绝对误差为0.1m(m∈N)的近似解的一种行之有效的方法。
Validity in use; Corollary of intermediate value theorem 教材的有效性;介值定理的推广及其应用
A close-type wavelet network was constructed using the theory of frame wavelet network and the intermediate value theorem of continuous functions. 基于框架小波神经网络理论,利用连续函数介值定理,构造出一种紧致型小波网络,并对其初始化与学习算法进行了研究。
At last, we investigate and obtain the intermediate value theorem on the error-sum function, as a consequence, we know its graph is a fractal. 最后,考察并获得其介值性定理,从而得出其图形是一个分形。
Intermediate value theorem and applications 介值定理及其应用
From Continuous to Discontinuous, a Generalization of Intermediate Value Theorem 从连续到间断&关于介值定理的推广
New Proof of the Method of Rolle Intermediate Value Theorem 罗尔中值定理新证
With the analytical proof the Lagrange theorem, the paper puts forward a new way of introducing the auxiliary function in the proof of the intermediate value theorem of calculus. 本文通过对Lagrange定理的分析证明,提出了微分中值定理证明中辅助函数的引进方法。
Give a class of differential intermediate value theorem, and obtain the asymptotic behavior of mediant for the theorem. 给出了一类微分中值定理,并得到了该定理中间点的渐近性质。
On the Functions and Application of the Intermediate Value in the Theorem of Midpoint 介值在中值定理中的作用和应用
Intermediate Value Theorem Proved by Auxiliary Sequence 巧构辅助数列证明介值性定理
The Intermediate Value and Mean Value Theorem for Integral for Functions with Discontinuity Points of the First Kind 关于第一类不连续点函数的介值定理和积分中值定理
Some Probing of Intermediate Value Theorem in Integral 关于积分第一中值定理的一些探讨
The extension of intermediate value theorem of integral 积分中值定理的推广
As a generalization of the intermediate value theorem in Rn, G. 作为微积分中连续函数介值定理在n维欧氏空间Rn中的推广,G。
Furthermore, the concept of connectivity functions closely connected with the rough continuity is introduced, by which the new intermediate value theorem is proved strictly. 提出与粗糙连续性密切相关的连通函数的概念,以此为工具对新介值定理作出严格的证明。
Based on the intermediate value theorem of the continuous function and the simulation of human focusing search, CEA is implemented using cloud models as crossover and mutation operators. 基于连续函数介值定理思想和模拟人类的聚焦搜索行为,利用云运算实现交叉、变异操作,提出了CEA。