three-series theorem 中文意思是什麼
three-series theorem
解釋
三數列定理-
Another strong convergence theorem is obtained by using the truncation method and conditional three series theorem
通過利用截尾方法和條件三級數定理，得到了在更高階條件下的任意隨機適應序列的強收斂定理。 -
Chapter 6 is contributed to studying the convergence properties of pariwise nqd random sequences. we extend the kolomogrov - type inequality, baum and katz complete convergence, the three series theorem, marcinkiewicz strong law of large number and jamison theorem
和katz完全收斂定理2幾乎達到獨立情形著名的mareink柏吶cz強大數定律，三級數定理，推廣了著名的jam 。 -
Some limit properties of sequences of arbitrary b - valued random variables are studied by using truncation methods of random variables and conditional three series theorem, a class of strong limit theorems and convergence theorems for martingale difference sequences related to the conditional expectations are obtained, and some conclusions corresponding to these and some classical strong laws of large numbers are generalized
摘要利用隨機變量的截尾方法和條件三級數定理，研究任意b值隨機變量序列的極限性質，得到了一類關于條件期望的強極限定理和鞅差序列收斂定理，推廣了與此相應的一些結果和若干經典的強大數定律。 -
In the nineteenth century, when researchers began to pay attention to the analysis strictness in mathematics, cauchy put forward major series technique, which was confirmed highly effective in applying it to the convergence analysis of iterations. there are three kinds of convergence theorems which related to iterative method, a ) local convergence theorem, b ) semilocal convergence theorem, c ) global convergence theorem
對于迭代法收斂性的研究，數值工作者們做了大量的工作（見文後的參考文獻） ，但我們知道與迭代過程相關的收斂性定理通常有三種類型： a ）局部的； b ）半局部的； c ）全局的或整體的收斂性定理。
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