在帕潘吉鲁过程的背景下Böge，Carnap和Johnson的逻辑假设
The logical postulates of Böge, Carnap and Johnson in the context of Papangelou processes
摘要：
我们适应约翰逊的充分性假设，卡尔纳普的预测不变性假设和博格的学习合并不变性的上下文中的Papangelou过程和讨论等价的推广，特别是他们的弱和强的推广。这一讨论确定了一个条件，发生在建设的Papangelou过程。特别是，我们表明，这些推广的特点类泊松和Pólya点过程。
英文摘要：
We adapt Johnson's sufficiency postulate, Carnap's prediction invariance postulate and Böge's learn-merge invariance to the context of Papangelou processes and discuss equivalence of their generalizations, in particular their weak and strong generalizations. This discussion identifies a condition which occurs in the construction of Papangelou processes. In particular, we show that these generalizations characterize classes of Poisson and Pólya point processes.
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。
