摘要
在两参数白噪声分析框架中,构造一类以R为指标集的广义算子Wick代数流,讨论该Wick流的基本性质,并引入广义算子意义下的量子随机过程关于该Wick流的适应性概念,探讨一类量子随机微分方程关于该Wick流的适应解.
A class of generalized operator Wick filtration with R as its index set was constructed within the analysis framework of biparametric white noise. Fundamental properties of this Wick filtration were discusse＆ And a notion of adaptability of quantum stochastic processes in terms of generalized operators to the Wick filtration was introduced. The adaptive solution of a class of quantum stochastic differential equations to this Wick filtration was explored.
出处
《兰州理工大学学报》
CAS
北大核心
2013年第4期166-168,共3页
Journal of Lanzhou University of Technology
关键词
白噪声
广义算子
wick流
量子随机Cable方程
适应解
white noise
generalized operator
Wick filtration
quantum stochastic Cable equation
adaptive solution
