Conditions for stochastic integrability in UMD Banach spaces

机译：UMD Banach空间中随机积分的条件

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A detailed theory of stochastic integration in UMD Banach spaces has been developed recently by the authors. The present paper is aimed at giving various sufficient conditions for stochastic integrability.

机译：作者最近开发了UMD Banach空间中随机整合的详细理论。本文旨在为随机可积液提供各种充分条件。

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《Banach Spaces and Their Applications in Analysis》|2007年||共22页
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Jan van Neerven; Mark Veraar; Lutz Weis;
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中图分类 O177.2-532;
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Stochastic integration in UMD Banach spaces; cylindrical Brownian motion; approximation with elementary processes; γ-radonifying operators; vector-valued Besov spaces;

机译：UMD Banach空间的随机整合;圆柱形布朗运动;近似与基本进程;γ-辐射运算符;矢量 - valued besov空格;

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1. Stochastic integration in UMD Banach spaces [J] . van Neerven JMAM, Veraar MC, Weis L The Annals of Probability: An Official Journal of the Institute of Mathematical Statistics . 2007,第4期

机译：UMD Banach空间中的随机积分
2. Continuous local martingales and stochastic integration in UMD Banach spaces [J] . MARK C. VERAAR Stochastics: An International Journal of Probability and Stochastic Processes . 2007,第6期

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3. Maximal regularity for non-autonomous stochastic evolution equations in UMD Banach spaces [J] . T?N VIêT TA, ATSUSHI YAGI, YOSHITAKA YAMAMOTO Proceedings of the Indian Academy of Sciences. Mathematical sciences . 2017,第5期

机译：UMD Banach空间中非自治随机演化方程的最大正则性
4. Conditions for stochastic integrability in UMD Banach spaces [C] . Jan van Neerven, Mark Veraar, Lutz Weis Banach Spaces and Their Applications in Analysis . 2007

机译：UMD Banach空间中随机积分的条件
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机译：Banach空间中的范型结构，超幂和凸条件。
6. Existence Results for Differential Inclusions with Nonlinear Growth Conditions in Banach Spaces [O] . Messaoud Bounkhel 2013

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7. Conditions for stochastic integrability in UMD Banach spaces [O] . van Neerven, Jan, Veraar, Mark, Weis, Lutz 2008

机译：UmD Banach空间中随机可积性的条件
8. Stochastic Integral Representation of Stable Processes with Sample Paths in Banach Spaces [R] . Rosinski, J. 1985

机译：Banach空间中具有样本路径的稳定过程的随机积分表示

Conditions for stochastic integrability in UMD Banach spaces

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