1) complex martingale with continuous parameter
连续参数复值鞅
2) multivalued martingales with continuous parameters
连续参数集值鞅
1.
In this note, convergence theorems for multivalued inverse supermartingales are proved in the sense of Wijsman convergence, weak convergence and Kuratowski Mosco convergence for sequences of sets, and their applications to multivalued martingales with continuous parameters are presented.
研究了取值于Ｂａｎａｃｈ空间的集值逆上鞅的收敛性，给出了集值逆上鞅在集列Ｗｉｊｓｍａｎ收敛、弱收敛及Ｋｕｒａｔｏｗｓｋｉ－Ｍｏｓｃｏ收敛意义下的收敛定理，并给出了它们在连续参数集值鞅中的应
3) complex martingale with discrete parameter
离散参数复值鞅
1.
Some properties and some examples of complex martingale with discrete parameter are given by calculating conditional mathematical expectaion for complex random variable with the property of the real valued martingale with discrete parameter.
引进离散参数复值鞅 ,借助于离散参数实值鞅的性质 ,通过求条件数学期望 ,给出离散参数复值鞅的某些性质 ,给出离散参数复值鞅的实例。
4) complex-valued continue functions
复值连续函数
5) continuous parameter
连续参数
1.
Lebesgue integeral limit theorems of the continuous parameter;
连续参数的L积分极限定理
2.
Theorem 2 gives the sufficient and necessary condition of continuous parameter set-valued submartingale existing Doob-Meyer decomposition.
定理 2给出了连续参数集值下鞅存在唯一的Doob Meyer分解的充要条件 。
3.
The definition of continuous parameter set valued submartingale is given.
首先给出了连续参数集值下鞅的定义。
6) continuous martingale
连续鞅
1.
In this paper we gine an estimation for the lound of martimal operators weighted Ap,q in continuous martingale.
本文对连续勒的极大算子的加双权Ａｐ，ｑ权有界性进行了估计，从而把调和分析极大算子加Ａｐ，ｑ权恃征刻划引人到连续鞅里。
补充资料：鞅鞅不乐
1.因不满意而很不快乐。鞅，通"怏"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条