关于量子二次随机过程的边际马氏过程
On Marginal Markov Processes of Quantum Quadratic Stochastic Processes
摘要：
本文定义了vonNeumann代数$\cm$和$\cmø\cm$上的两个边际Markov过程，分别对应于给定的量子二次随机过程（q.q.s.p.）.证明了这类边际过程唯一决定q.q.s.p.并建立了它们之间的遍历关系。
英文摘要：
In the paper it is defined two marginal Markov processes on von Neumann algebras $\cm$ and $\cmø\cm$, respectively, corresponding to given quantum quadratic stochastic process (q.q.s.p.). It is proved that such marginal processes uniquely determines the q.q.s.p. Moreover, certain ergodic relations between them are established as well.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
