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关于可能性的推理:模态逻辑、可能世界与心理模型。

Reasoning about possibilities: Modal logics, possible worlds, and mental models.

作者信息

Johnson-Laird P N, Ragni Marco

机构信息

Department of Psychology, Princeton University, Princeton, NJ, 08540, USA.

Department of Psychology, New York University, 6 Washington Place, New York, NY, 10003, USA.

出版信息

Psychon Bull Rev. 2025 Feb;32(1):52-79. doi: 10.3758/s13423-024-02518-z. Epub 2024 Jul 16.

Abstract

Everyone reasons about possibilities. This article explains how they could do so using mental models. The theory makes four major claims: 1. Correct inferences are necessary, referring only to facts or possibilities to which the premises refer and not ruling any of them out, for example: She left or hid; Therefore, it's possible that she left and possible that she hid. 2. A possibility such as that she hid, which is represented in an intuitive model, presupposes the possibility that it did not occur, she did not hide, which, if reasoners deliberate, is represented in the resulting model. 3. Reasoners condense consistent possibilities, such as the earlier pair, into one possibility: it is possible that she left and she hid. 4. Inconsistencies, such as she left or hid, and she neither left nor hid, refer to no possibilities whatsoever - they have an empty model - and so their only effects are local. Hence, any inference can be withdrawn with impunity if there is knowledge to the contrary. Experiments have corroborated each of these principles. They are incompatible with four essentials of standard modal logics, which concern deductions based on "possible" or "necessary". Their formal deductions correspond to valid inferences, which have no counterexamples in which the premises are true but the conclusion is false. And so the article examines the differences between the two approaches, and explores the adaptation of a modal logic to account for correct human reasoning. Its feasibility is an open question.

摘要

每个人都会对可能性进行推理。本文解释了人们如何运用心理模型来进行这种推理。该理论提出了四个主要观点:1. 正确的推理是必要的,仅涉及前提所提及的事实或可能性,且不排除任何一种可能性,例如:她离开了或者藏起来了;因此,她有可能离开了,也有可能藏起来了。2. 一种可能性,比如她藏起来了,在直观模型中有所体现,它预设了这种可能性并未发生的情况,即她没有藏起来,而如果推理者进行深思熟虑,这种情况会在最终的模型中得以体现。3. 推理者会将一致的可能性,比如上述的这一对可能性,浓缩为一种可能性:她有可能离开了并且藏起来了。4. 不一致的情况,比如她离开了或者藏起来了,以及她既没有离开也没有藏起来,并不指代任何可能性——它们有一个空模型——所以它们唯一的影响是局部性的。因此,如果有相反的知识,任何推理都可以毫无顾忌地被撤回。实验证实了这些原则中的每一条。它们与标准模态逻辑的四个基本要点不相容,标准模态逻辑关注基于“可能”或“必然”的演绎。它们的形式演绎对应于有效的推理,不存在前提为真但结论为假的反例。所以本文考察了这两种方法之间的差异,并探讨了对模态逻辑进行调整以解释正确的人类推理。其可行性仍是一个悬而未决的问题。

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本文引用的文献

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Reasoning From Quantified Modal Premises.从量化模态前提进行推理。
Cogn Sci. 2024 Aug;48(8):e13485. doi: 10.1111/cogs.13485.
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Cognition. 2023 Sep;238:105507. doi: 10.1016/j.cognition.2023.105507. Epub 2023 Jun 16.
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Behav Brain Sci. 2022 Sep 2;46:e111. doi: 10.1017/S0140525X2200142X.
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Psychol Rev. 2022 Mar;129(2):289-312. doi: 10.1037/rev0000240. Epub 2021 Sep 23.
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The probability of conditionals: A review.条件概率:综述。
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