1.
The Discussion on Analysing Qualities of Taylor Mean Value Function
关于Taylor中值函数若干分析性质的讨论
2.
Numerical Simulations of Solute Taylor Dispersion in Capillary
毛细通道中溶质Taylor分散的数值模拟
3.
Numerical simulations of solute Taylor dispersion of separated flows in capillaries
毛细管单相分离流中溶质Taylor分散的数值模拟
4.
Modified Coefficients Schemes and It s Application to Rayleigh-Taylor Instability Simulation;
修正系数格式及其在Rayleigh-Taylor不稳定性数值模拟中的应用
5.
Reverse Thinking Method to Prove Taylor Expansion Equation and Laurent Expansion Equation of Analytic Function;
解析函数Taylor展式和Laurent展式的逆向思维证明法
6.
Higher Order Differentiations and Taylor s Formulae of Functions of Several Variables;
关于多元函数的高阶微分和Taylor公式的探讨
7.
Implementation of Sine&Cosine Function Based on Look-up Ttable and Taylor Expansion
基于查找表和Taylor展开的正余弦函数的实现
8.
Generalized Taylor Theorem and Asymptotic Characteristic of Mean Mid-value;
广义Taylor定理及其中值点的渐近性
9.
Geometrical Explanatory Note and Principle Analysis of Taylor Mean Value Theorem
泰勒(Taylor)中值定理的几何机理
10.
Further discussion of Taylor mean value theorems
关于Taylor中值定理的进一步的讨论
11.
The parameters in this model are constant value,table function and initial value etc.
模型中的参数有常数值、表函数和初始值等。
12.
Some Applications of Spline Functions in Numerical Solutions of Differential Equations
样条函数在微分方程数值解中的应用
13.
Numerical modeling of seismic source function for underground explosion in hard rock
硬岩中地下爆炸震源函数的数值模拟
14.
The Quadratic And Cubic Means for Numbers and Functions of the Base n
n进制中数字和函数的二次、三次均值
15.
NUMERICAL STUDY ON HEMODYNAMIC IN AN S-TYPE ARTERIAL END-TO-SIDE ANASTOMOSIS WITH TAYLOR PATCH
Taylor补丁对新型动脉旁路移植流场影响的数值分析
16.
The constant K-value method of constructing auxiliary functions in differential mean value problems;
微分中值问题中构造辅助函数的常数K值法
17.
(mathematics) a definition of a function from which values of the function can be calculated in a finite number of steps.
（数学）一个函数的定义，其中函数值可以在有限的级数里被计算出来。
18.
This document contains letter elements with invalid numeric values which won't be displayed in the Letter Wizard.
此文档含有带无效数值的信函元素，“信函向导”中将不显示该数值。