B-值广义泛函意义下量子随机Cable方程解的适应性  

Adapted Solutions to a Quantum Stochastic Cable Equation in case of B-valued Generalized Functional

作　　者：唐玉玲 赵新梅 TANG Yu-ling ZHAO Xin-mei(School of Mathematics and Statistics, Hexi University,Zhangye Gansu 734000 China The Basic Courses Department, Lanzhou Instilute of Technology Lanzhou 730050, China)

机构地区：[1]河西学院数学与统计学院,甘肃张掖734000 [2]兰州工业学院基础学科部,甘肃兰州730050

出　　处：《兰州工业学院学报》2017年第5期80-82,88,共4页Journal of Lanzhou Institute of Technology

基　　金：河西学院青年基金(QN2014-12);河西学院校长基金(XZ201501)

摘　　要：讨论B-值广义泛函意义下的量子随机Cable方程解的适应性.首先,构造了空间L的一个代数流{Lt|t∈R},并给出该流的基本性质;其次,探讨了方程关于该流的适应解的存在性.The paper discusses adapted solutions to a quantum stochastic Cable equation in case of B-valued generalized functional.Firstly,a filtration { Lt｜ t ∈ R} is constructed,and some fundamental properties are observed.Secondly,the existence of solution adapted to the filtration is investigated for the equation.

关 键 词：B-值广义泛函 流 适应解 

分 类 号：O211.6[理学—概率论与数理统计]