1) integral limit theorem
积分极限定理
1.
Three integral limit theorems,i e.
对实变函数中的几个积分极限定理进行了研究,证明了控制收敛定理、Levi引理和Fatou引理是相互等价的推断。
2.
This paper discusses the errors of the approximate calculations of binomial distribution probability by using the Possion theorem,the local limit theorem and integral limit theorem respectively,makes comparison of the errors of the three approximate calculations,and analyzes in detail the error of the approximate calculation with partial limit theorem.
讨论了用Possion定理、局部极限定理和积分极限定理近似计算二项分布概率时的误差,对这3种近似计算的误差进行了比较,详细分析了用局部极限定理做近似计算时的误差。
2) limit theorem of Weak *(S)-integral
Weak*(S)-积分的极限定理
4) plastic limit analysis upper bound theorem
塑性极限分析上限定理
5) limit theorem
极限定理
1.
On the limit theorem of Directly Riemann integral;
关于Directly-Riemann积分的极限定理
2.
Lebesgue integeral limit theorems of the continuous parameter;
连续参数的L积分极限定理
3.
Several of limit theorems for sequences of random variables;
随机变量序列的几个极限定理
6) limit theorems
极限定理
1.
Probability limit theorems of classical combinatorial optimization problems;
经典组合优化问题的概率极限定理(英文)
2.
The purpose of this paper is to study some limit theorems for m-valued countable nonhomogeneous two-order Markov Chains in Wiener probability space by using an analytic method, which was invented by Professor Liu Wen.
利用刘文教授提出的分析方法在Wiener概率空间中研究m值可列非齐次二重马氏链的一些极限定理。
3.
Some limit theorems of H-valued semimartingale random measures are established.
本文还引入了H-值半鞅测度序列依分布弱收敛的概念,建立了H-值半鞅测度的极限定理,给出了H-值半鞅测度弱收敛的条件。
补充资料：极限定理
极限定理
limit theorems
极限定理[场‘td挂如曰.1招;npe八e月‘，。e犯opeM。]，概平论中的 概率论中一类定理的通称，这些定理为大量随机源共同作用的结果呈现某种规则性给出条件.由J.氏n幻幽(1713)和P.加place(1812)建立的最初的极限定理，论述了某一事件E在n次独立试验中出现的频率拜。/n偏离其概率p(0
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参考词条