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经典真理论对多命题一致和不一致的实验研究:双重过程理论和模态推理的演绎。

An experimental study of classical truth logic on multi-propositions consistent and incompatible: Dual-process theories and modal syllogistic of deduction.

机构信息

School of Psychology, Shaanxi Normal University, Xi'an, China.

School of Management, Jiangsu University, Zhenjiang, China.

出版信息

PLoS One. 2024 Jul 2;19(7):e0299741. doi: 10.1371/journal.pone.0299741. eCollection 2024.

Abstract

This study looked at a classical truth logic of multi-propositions that is new in some ways: [1] Alethic modalities were mixed with logical consistency and incompatibility in a single plate form, i.e., necessary consistency (NC), possible consistency (PC)/ possible incompatibility (PI) and impossible incompatibility (IPI); [2] multi-propositions were judged by individuals as either NC, PC/PI, or IPI; [3] Four quantifiers; All (∀), No (∼∀), Some (∃), and Some Not (∼∃) of four propositional modes and three shapes ([Formula: see text], ▱ and [Formula: see text]) are used to evaluate predictions; and [4] it inspired by multi-propositional of dual-process theories (DPTs) of deduction and modal syllogistic of multi-propositions, from which logicians have derived general hypotheses. HP 1- Individuals will more likely to endorse inferences as PC/PI rather than NC. HP 2: It's easier to calculate that inference has PC/ PI if it has also NC. Generally, logicians predict more endorsing PC for NC than for PI proposition. HP 3: It's easier to calculate that inference is not NC if it is also not PC. Generally, logicians predict more PI than IPI proposition endorses as NC. A modal syllogistic as a classical truth logic is presented by multi-propositions (two premises and one inference), each one from four modes has quantifiers such as universal quantifiers and existential quantifier; ∀, ∼∀, ∃, and ∼ ∃. They were evaluated by a single-mental model (Experiment I) and a multi-mental model (Experiment II). Logicians applied the immediate inference task (IIT), evaluation task (ET), and production task (PT) to evaluate three experiments. The results of the experiments suggested that students mostly endorsed PC/PI inferences over NC inferences. Even when logicians divided PC/PI separately as PC and PI, individuals endorsed PC most likely as compared to NC, and PI than IPI. Logicians also highlighted fallacies that were continuously resisted and endorsed when students were asked to judge multi-propositions that had NC. The purpose of this experimental study is to present a glimpse of students' endorsement of multi-propositions and explain that each individual has a different working memory and intelligence.

摘要

这项研究探讨了一种在某些方面具有新意的多命题真理逻辑

[1] 真模态与逻辑一致性和不兼容性混合在单一板块中,即必要一致性(NC)、可能一致性(PC)/可能不兼容性(PI)和不可能不兼容性(IPI);[2] 个体对多命题的判断结果为 NC、PC/PI 或 IPI;[3] 使用四个量词;四种命题模态和三种形状的所有(∀)、无(∼∀)、有些(∃)和有些不(∼∃)来评估预测;[4] 它受到演绎的多命题双过程理论(DPT)和多命题模态三段论的启发,逻辑学家从中推导出了一般假设。HP1:个体更倾向于将推理判断为 PC/PI,而不是 NC。HP2:如果推理具有 NC,则更容易计算出它具有 PC/PI。一般来说,逻辑学家预测 NC 命题比 PI 命题更有可能得到认可。HP3:如果推理不是 NC,则更容易计算出它也不是 PC。一般来说,逻辑学家预测 NC 命题比 IPI 命题更有可能得到认可。模态三段论作为一种经典的真理逻辑,由多命题(两个前提和一个推理)组成,每个命题都来自于具有量词的四种模态,如全称量词和存在量词;∀、∼∀、∃和∼∃。它们由单一心理模型(实验 I)和多心理模型(实验 II)进行评估。逻辑学家应用直接推理任务(IIT)、评估任务(ET)和生成任务(PT)来评估三个实验。实验结果表明,学生大多认可 PC/PI 推理,而不是 NC 推理。即使逻辑学家将 PC/PI 分别划分为 PC 和 PI,个体也更倾向于认可 PC,而不是 NC,更倾向于 PI,而不是 IPI。逻辑学家还强调了学生在被要求判断具有 NC 的多命题时,持续抵制和认可的谬误。本实验研究的目的是展示学生对多命题的认可,并解释每个个体都有不同的工作记忆和智力。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/b309/11218998/72eba94694ea/pone.0299741.g001.jpg

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