METRIC SPACE OF CONDITIONAL PROBABILITY AND ITS APPLICATIONS
Chen Anle;Li Depu Mathematical Teaching Unit Mathematical Teaching Unit
In this paper, we have established the concept of metric spaces of con- dittonal probability. Under the expectant operators acting on it, we prove that it is equal to general probabilistic metric spaces. To explain thete- use of the new definition Poisson process is themetric, space of cond itio- onal probability under some triangle functions.