1.
The Parameter Optimisation of the construction of fourpoint-Quadrature Rule of Cauchy Principal Value of an integral
柯西主值积分四点求积公式的参数优化
2.
The Construction of four Point-Quadrature Rule of Cauchy Principal Value of an Integral by Narameter Ogtimisation
柯西主值积分的参数优化四点求积公式
3.
AN INVESTIGATION OF CAUCHY PRINCIPAL VALUE INTEGRALS IN BOUNDARY ELEMENT METHODS
关于边界元方法中柯西主值积分的探讨
4.
In this paper, author given the construction of four point-quadrature rule of Cauchy principal value of an integral by narameter.
作者在本文中给出了一个柯西主值积分的参数优化四点求积公式。
5.
On the change trends of mean value point in Cauchy mean value theorem of integral type
积分型柯西中值定理中值点的变化趋势
6.
In this peper,we research the physical background of the Green functionmethod of potential scattering in which the integration of contour is used inst-ead of the Cauchy principal value.
本文探索讨了势散射的格林函数方法中用围道积分代替柯西主值的物理背景。
7.
On the Numerical Solution of the Cauchy Problem for Ordinary Linear Homogeneous Differential Equations on Large Intervals of Integration;
齐次线性常微分方程组柯西问题在大积分区间上的数值解
8.
m-times integrated semigroups and the strong solution of abstract cauchy problem;
m次积分半群和相应柯西问题的强解
9.
The Comparison of Cauchy Integral Concept and Lebesgue Integtal Concept;
柯西积分概念与勒贝格积分概念的比较
10.
This paper introduces a new structural method of auxiliary function in proving differential mean value problem a structural method of integration.
介绍了在处理拉格朗日和柯西类型的中值问题时的一种方法———积分构造法及其若干应用。
11.
A Distinguishable Method for the Flaw of Nonregular Integral and an Improvement on the Limit Formulation of Kesi
非正常积分的瑕点判别法与柯西判别法极限形式的改进
12.
Cauchy-Riemann differential equation
柯西－黎曼微分方程
13.
The Proof of the Generalized Cauchy Mean-value Theorem with Method of Interpolation
利用插值法证明推广的柯西中值定理
14.
ASYMPTOTIC PROPERTIES OF "THE MEAN VALUE ξ" IN CAUCHY MEAN VALUE THEOREM
关于柯西中值定理“中值ξ”的渐近性
15.
On the Generalized Integrals of Meromorphic Functions and Their Cauchy Principal Value
一类亚纯函数的广义积分及其Cauchy主值
16.
A New Proof of Cauchy Mean-value Theorem and Two Applications of Mean-value Theorem;
柯西中值定理的新证明及中值定理的两个应用
17.
This paper gives the new method to prove the Cauchy Mean Value Theorem ,which also may be deduced from the Lagrange Mean Value Theorem.
给出柯西中值定理的一个新的证法， 说明柯西中值定理也可由拉格朗日中值定理导出．
18.
Extension of Cauchy Mean Value Theorem and Asymptotic Property of Intermediate Point
柯西中值定理的推广及其“中间点”的渐近性