用贝叶斯定理确定证明标准

IF 0.1 0 PHILOSOPHY
Mirko Pečarič
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引用次数: 4

摘要

关于法律的要求和适用的法律推理已经研究了几个世纪,但在这个主题领域,法律职业主要保持着与古希腊时代相同的立场。证明标准之间存在差距,证明标准一向是用百分比来证明的,而证明标准是用数学或统计方法用百分比来评价这些标准的。填补这一空白的一种方法是贝叶斯定理,该定理基于可能(或可能不)与事件相关的条件来描述事件的概率。如果有足够的其他证据(特征的频率)将程序中的一方与考虑的法律行为联系起来,贝叶斯定理可以帮助建立或确认事实与规则之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Confirmation of Standards of Proof through Bayes Theorem
Legal reasoning on the requirements and application of law has been studied for centuries, but in this subject area the legal profession maintains predominantly the same stance it did in the time of the Ancient Greeks. There is a gap between the standards of proof, one which has been always demonstrated by percentages and in terms of the evaluation of these standards by percentages by mathematical or statistical methods. One method to fill the gap is Bayes theorem that describes an event’s probability based on conditions that might (or might not) be related to an event. Bayes theorem can help to establish or confirm a relation between facts and rules if there is sufficient other evidence (frequency of characteristics) that connect a party in a procedure with a considered legal action.
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来源期刊
CiteScore
0.20
自引率
0.00%
发文量
21
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