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1)  Continuous semi Martingale
连续半鞅
2)  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。
3)  continuous local martingales
连续局部鞅
4)  complex martingale with continuous parameter
连续参数复值鞅
5)  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
6)  semimartingale
半鞅
1.
Large Deviations for Solutions to Stochastic Differential Equations Driven by Semimartingale with Non-Lipschitz Coefficients
半鞅非Lipschitz系数随机微分方程解的大偏差
2.
Let {Xn} be a sequence of semimartingale in a filtered complete probability space(Ω,F,F,P) satisfying the usual condition.
首先利用半鞅Girsanov定理与闭图像定理证明了:若{Xn}是带滤基的完备概率空间(Ω,F,F,P)中的一列半鞅,其中滤基F=(Ft)t≥0满足通常条件,且{Xn}在关于P的Emery拓扑空间中收敛于X,则当概率测度Q■locP时,{Xn}在关于Q的Emery拓扑空间中也收敛于X。
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。
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