未确知概率及测度

Unascertained Probability and Unascertained Measure

本文在文[1][3][4]的基础上,提出了“未确知概率”、“未确知测度”的概念,并分别讨论了它们的运算或性质,最后分别指出了未确知概率是经典概率和模糊概率的推广,未确知测度是模糊测度的推广。

This paper, on the basis of papers (1) , (3) and (4), puts forward the concepts of unascertained probability and unascertained measure, and discusses their operation and properties respectively. Finally, this paper points out respectively that unascertained probability is the spread of classical and fuzzy probabilities, and that unascertained measure is-the extension of fuzzy measure.