摘要
本文引进条件 g_λ-测度和 g_λ-独立性等概念,在此基础上证明了 Bayes 公式和独立类的扩张定理。最后,定义了关于 g_λ-测度的期望,并讨论了类似于概率论中有关期望的一些性质。
In this paper,the concepts of conditional gλ-measure and gλ-imdependenee were proposed.Some important properties of conditional gλ-measure and gλ-independence,such as the analogues of Bayes’ formula, the extension theorem of independent class were obtained.In the last section of the paper,we definedthe expretation of gλ-measure,and some important properties of expectation were also considered.
