1.
the part of calculus that deals with the variation of a function with respect to changes in the independent variable (or variables) by means of the concepts of derivative and differential.
微积分学中有关用导数与微分的观念讨论函数随独立变量改变的部分。
2.
Differential Calculus: limits and continuity; derivatives; techniques of differentiation; mean value theorem; higher derivatives; maxima and minima; curve sketching.
微分学：极限与(数的)续性、导、微分的方法、值定理、阶导数、值、绘曲线。
3.
To calculate the derivative or differential of(a function).
求…的微分计算导数或（函数的）微分
4.
The General Integral of the Original Differential Equation and Making the Formule for Elementary Transcendental Function;
微分方程的通积分与初等超越函数公式的推导
5.
Measurement and Analysis of Radio Frequency and Microwave s Complex Permittivity and Complex Magnetic Permeability for Medium Material;
介质材料的射频和微波复介电常数复磁导率的测量与分析
6.
The hyper order and fixed points of the derivatives of solutions for some higher order linear differential equation;
某类高阶线性微分方程解的导函数的不动点与超级
7.
" In calculus, the process of finding a function whose derivative is a given function. "
微积分中求导数为已知函数之函数的过程。
8.
Linear Algebra & Differential Equations
线性代数与微分方程
9.
The Basic Theorem of Integrable-differential on the Stronger Schwarz Derivative;
关于强Schwarz导数的微积分学基本定理
10.
The Fix Points of Solutions and Their Derivatives of A Differential Equations
一类微分方程解的某些导数的不动点
11.
fractional differentiation
分数微分(法)，分数次微分
12.
"In calculus, the derivative equals zero or does not exist at a function's minimum point."
在微积分中,在函数的极小值点上导数等于零或者不存在导数。
13.
Derivation Algebras and 2-Cocycles of the Algebra of (r,s)-Differential Operators;
（r，s）-微分算子代数的导子代数及其二上圈
14.
Extrapolation method of five-point numerical formulas for two-order derivative
二阶导数的五点数值微分公式及外推算法
15.
Differention and integral of function--Application of the generalized real numbers
函数的微分与积分——广义实数应用
16.
Mathematics is the Precision of Common Sense and Mathematics Teaching;
利用数学是常识的精微化指导数学教与学
17.
fluxional calculus
【数】流数术(微积分)
18.
Second Order Derivatives Based Differential Approaches to Nonconvex Constrained Optimization;
基于二阶导数的非凸约束优化的微分方程方法