1.
Proof of sequence limit problem by the definition of sequence limit;
如何用数列极限定义证明数列极限问题
2.
Some comprehension on the teaching of the definition of progression limit;
关于数列极限定义教学中的几点注记
3.
On the Language "ε-N" "ε-δ" Teaching According to an Ordered Series of Number Limit Definition;
据数列极限定义谈“ε- N”“ε- δ”的语言教学
4.
Something about the Teaching of the "ε-N" Definition in the Limit of an Ordered Series of Numbers;
浅谈数列极限的“ε-N”定义的教学
5.
SOME THEORIES ABOUT FUNCTION LIMITE ON THE DEFINITE OF D--EXPRESSION;
在D—语言定义下函数极限的有关定理
6.
"Proper Enlarging"in the proving of Definition of Function-limit;
函数极限定义证明中的“适当放大”
7.
Judging Theorem of Limit Existence of Successive DerivationNumberial Line X_(n+1) = A +C/(C+X_n);
递推数列X_(n+1)=A+B/(C+X_n)的极限存在判定定理
8.
Theorem 1 (Uniqueness of Limit) If the sequence is convergent, then its limit is unique.
定理1(极限的唯一性)如果数列收敛,那么它的极限唯一。
9.
The Application Mathematica to Sequence of Number Limit;
Mathematica在数列极限中的应用
10.
A theorem of asymptotic behavior of recurrence sequence
关于递推数列收敛于极限的一个渐近性定理
11.
The Formal Unitarity of the Definitions of the Limit of Univariate Function and Infinitely Large Quantity;
一元函数极限与无穷大量定义的形式统一性
12.
The Inverse Problem of Using Derivative Definition to Solve an Kind of Limit Problems
关于一类利用导数定义求极限问题的逆问题
13.
a branch of mathematics involving calculus and the theory of limits; sequences and series and integration and differentiation.
包括微积分和极限定理的数学分支:序列级数微分,与积分。
14.
The Law of Large Number and Central Limit Theorem of Independent Random Sequence and Their Applications;
论独立随机序列的大数定律与中心极限定理及其应用
15.
A class of convergence theorems for arbitrary stochastic sequence on gambling system
任意随机适应序列关于广义随机选择系统的一类极限定理
16.
Peculiar solutions to sequence of the maximal number and the sum of series;
求数列极限及级数和的几个特殊方法
17.
Using Law of Large Number and Central Limit Theorem to Work out Limit;
利用大数定律和中心极限定理求解极限
18.
Application and Popularization of the limit of One Kind Recurrence Sequence;
一类递推数列极限问题的推广与应用