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Some probability effects in the classical context
Open Physics ( IF 1.8 ) Pub Date : 2020-08-17 , DOI: 10.1515/phys-2020-0178
Paolo Rocchi 1 , Orlando Panella 2
Affiliation  

Abstract This article gives an account of a theoretical research subdivided into three parts. The first stage recalls the theorem of large numbers and the theorem a single number which demonstrate how the frequentist and the subjective models of probability can be used according to distinct assumptions. Based on these achievements, the second stage describes the temporal evolution of the random outcome (this article distinguishes the outcome from the random event or phenomenon that produces it). It is proved that the outcome of a single unpredictable event switches from the indeterministic to the deterministic state when the event winds up. The third stage means to show how the theoretical results apply to physical situations.

中文翻译:

经典语境中的一些概率效应

摘要 本文分三个部分对理论研究进行了阐述。第一阶段回顾大数定理和单数定理,它们展示了如何根据不同的假设使用频率论和主观概率模型。基于这些成就,第二阶段描述了随机结果的时间演变(本文将结果与产生它的随机事件或现象区分开来)。事实证明,当事件结束时,单个不可预测事件的结果会从不确定状态切换到确定状态。第三阶段意味着展示理论结果如何应用于物理情况。
更新日期:2020-08-17
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