基于陪审团的概率论证预测

Q1 Arts and Humanities
Francesca Toni, Antonio Rago, K. Čyras
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引用次数: 0

摘要

概率论证自然支持定量(概率)推理和定性论证的整合。同时,基于陪审团的概率论证支持不同推理者的意见组合。我们展示了基于陪审团的概率抽象论证(JPAA)和基于陪审团的概率假设论证(JPAA)的一种形式如何自然地支持预测,即结合主观概率估计来预测未来事件。我们考虑的JPAA形式是JPAA的一个实例,它是基于假设的论证(ABA)与贝叶斯网络表示的概率空间相结合的结果。我们展示了JPAA和(考虑的JPAA形式)JPAA如何支持预测,方法是允许不同的预测者根据各自的概率空间确定参数(在JPAA中是句子)的概率,同时共享参数(在JPAA中是它们的组件)。我们依次展示这如何支持将单个预测聚合到组预测中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Forecasting with jury-based probabilistic argumentation
Probabilistic Argumentation naturally supports the integration of quantitative (probabilistic) reasoning and qualitative argumentation. Meanwhile, Jury-based Probabilistic Argumentation supports the combination of opinions by different reasoners. We show how Jury-based Probabilistic Abstract Argumentation (JPAA) and a form of Jury-based Probabilistic Assumption-based Argumentation (JPABA) can naturally support forecasting, whereby subjective probability estimates are combined to make predictions about future events. The form of JPABA we consider is an instance of JPAA and results from integrating Assumption-Based Argumentation (ABA) and probability spaces expressed by Bayesian networks. We show how JPAA and (the considered form of) JPABA can support forecasting by allowing different forecasters to determine the probability of arguments (and, in JPABA, sentences) with respect to their own probability spaces, while sharing arguments (and, in JPABA, their components). We show in turn how this supports the aggregation of individual forecasts into group forecasts.
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来源期刊
Journal of Applied Non-Classical Logics
Journal of Applied Non-Classical Logics Arts and Humanities-Philosophy
CiteScore
1.30
自引率
0.00%
发文量
8
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