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Some Logical Notations for Pragmatic Assertions 实用断言的一些逻辑符号
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2020-01-01 DOI: 10.2143/LEA.251.0.3288642
Pietarinen Ahti-Veikko, Carrara Massimiliano, Chiffi Daniele
The pragmatic notion of assertion has an important inferential role in logic. There are also many notational forms to express assertions in logical systems. This paper reviews, compares and analyses languages with signs for assertions, including explicit signs such as Frege’s and Dalla Pozza’s logical systems and implicit signs with no specific sign for assertion, such as Peirce’s algebraic and graphical logics and the recent modification of the latter termed Assertive Graphs. We identify and discuss the main ‘points’ of these notations on the logical representation of assertions, and evaluate their systems from the perspective of the philosophy of logical notations. Pragmatic assertions turn out to be useful in providing intended interpretations of a variety of logical systems.
断言的语用概念在逻辑中具有重要的推理作用。在逻辑系统中也有许多表示断言的符号形式。本文回顾、比较和分析了具有断言符号的语言,包括明确符号,如Frege和Dalla Pozza的逻辑系统,以及没有特定断言符号的隐含符号,如Peirce的代数逻辑和图形逻辑和最近对后者的修改,称为断言图。我们识别并讨论了这些符号在断言的逻辑表示上的主要“点”,并从逻辑符号哲学的角度评价了它们的系统。实用断言在为各种逻辑系统提供预期的解释时非常有用。
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引用次数: 0
On Linear Existential Graphs 关于线性存在图
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2020-01-01 DOI: 10.2143/LEA.251.0.3288641
Bellucci Francesco, L. Xinwen, Pietarinen Ahti-Veikko
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引用次数: 2
Regions of Force: Peirce, Frege, Carroll, and Bilateral Proof Trees 力量区域:皮尔斯,弗雷格,卡罗尔和双边证明树
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2020-01-01 DOI: 10.2143/LEA.251.0.3288643
Dave Beisecker
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引用次数: 0
What do we mean when we talk of object-language and metalanguage in the theory of natural languages? 当我们在自然语言理论中谈论对象语言和元语言时,我们指的是什么?
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2019-12-01 DOI: 10.2143/LEA.248.0.3287321
P. D. Brabanter
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引用次数: 0
Causation & technical problem solving : an analysis of causal knowledge underlying proposed solutions for technical problems 因果关系和技术问题解决:对技术问题的解决方案背后的因果知识进行分析
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2019-01-01 DOI: 10.2143/LEA.247.0.3287265
E. Weber, Inge De Bal
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引用次数: 0
A Graphical Deep Inference System for Intuitionistic Logic 直观逻辑的图形深度推理系统
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2019-01-01 DOI: 10.2143/LEA.245.0.3285706
Minghui Ma, Pietarinen Ahti-Veikko
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引用次数: 13
Pure term models for modal, intensional set theory 模态,内涵集合理论的纯项模型
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2018-09-04 DOI: 10.2143/LEA.237.0.3285353
R. Hinnion
This paper shows that one can construct pure term models for intensional set theory ruled by the modal logic S4.
本文证明了可以构造由模态逻辑S4支配的内涵集合论的纯项模型。
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引用次数: 0
Beyond team-directed reasoning: participatory intentions contribute to a theory of collective agency 超越团队导向推理:参与性意图有助于集体代理理论
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2018-09-01 DOI: 10.2143/LEA.243.0.3285130
H. Duijf
Philosophical accounts of collective intentionality typically rely on members to form a personal intention of sorts, viewed as a mental state. This tendency is opposed by recent economic literature on team-directed reasoning (as studied by Bacharach, Gold, and Sugden), which focuses on the reasoning process leading up to the formation of the members’ intentions. Our formal analysis bridges these paradigms and criticizes the team- directed reasoning account on two counts: first, team-directed reasoning is supposed to transcend traditional game and decision theory by adopting a certain collectivistic reasoning method. However, we show that team-directed reasoning yields the same action recommendations as a certain I-mode we-intention type. Accordingly, an important part of we-mode reasoning can be reduced to I-mode reasoning with certain preferences. Second, contrary to the claims of team-directed-reasoning theorists, we refute that team-directed reasoning surpasses pro-group intentions in selecting cooperatively rational solutions. That is, in some scenarios team-directed reasoning fails to guarantee successful cooperation whereas pro-group intentions succeed in doing so. We therefore propose to revise team-directed reasoning and introduce a third we-intention type, called participatory intentions. We prove that participatory intentions guarantee that a best group action is performed whenever either team-directed reasoning or pro-group intentions do.
集体意向性的哲学解释通常依赖于成员形成各种各样的个人意图,被视为一种精神状态。这种倾向与最近关于团队导向推理的经济学文献(如Bacharach、Gold和Sugden所研究的)相反,这些文献关注的是导致成员意图形成的推理过程。我们的形式分析在这些范式之间架起了桥梁,并从两个方面对团队指导推理进行了批评:首先,团队指导推理应该通过采用某种集体推理方法来超越传统的博弈论和决策理论。然而,我们表明,团队导向推理产生的行动建议与特定的I-mode we-intention类型相同。因此,我们模式推理的一个重要部分可以简化为具有一定偏好的i模式推理。其次,与团队指导推理理论家的主张相反,我们反驳了团队指导推理在选择合作理性解决方案方面优于亲群体意图的说法。也就是说,在某些情况下,团队导向的推理不能保证成功的合作,而支持团队的意图却能保证成功。因此,我们建议修改团队导向推理,并引入第三种自我意图类型,称为参与性意图。我们证明了参与性意图保证了无论团队导向推理还是亲群体意图都能执行最佳群体行为。
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引用次数: 3
Some Preliminaries on Assertion and Denial 关于断言与否认的一些初步问题
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2017-09-01 DOI: 10.2143/LEA.239.0.3237150
F. Buekens, Massimiliano Carrara, D. Chiffi, C. Florio
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引用次数: 1
Saying 'Yes' and 'No' in Matters of Personal Taste 在个人品味问题上说“是”和“不是”
IF 0.3 3区 哲学 Q1 Arts and Humanities Pub Date : 2017-09-01 DOI: 10.2143/LEA.239.0.3237151
F. Buekens
This paper examines the communicative function of public pronouncements about what is tasty, agreeable or attractive, followed by an equally public endorsement or rejection. The typical and expected reaction to contributions like 'This is tasty' or 'The roller coaster is fun' in a conversational setting is not 'how come?' or 'How do you know that?', but a reply that reveals one's own attitude towards an object or state of affairs, thus revealing conflict or alignment over the issue at hand. Judgements of taste (their content and the speech acts performed) are explored in the context of a cooperative view of communication developed by Michael Tomasello, which classifies communicative actions in terms of what we want from others when we communicate to them. We also use game theory. The game-theoretical connotation for a public dispute over what to like or to prefer is a co-ordination game like Battle of the Sexes. Speech act theory traditionally allows that speakers can perform different speech acts simultaneously. Combining both views, we argue that the public pronouncements that give rise to seemingly faultless disagreement have informative, requestive and alignment-seeking dimensions, which make different propositional contents salient. In a dispute over whether something is tasty (fun,...) a speaker and her intended audience usually play two games the game of letting others know something (about oneself), and the alignment of attitudes game, i.e. the game of making moves in the direction of seeking alignment over what to prefer, or what would be preferable, in a given situation. Both games make different propositions salient. I conclude with a brief evaluation of current disputes over what's tasty (comical,...) between contextualists and assessment relativists in matters of personal taste.
这篇论文研究了公开声明的交际功能,关于什么是美味的,令人愉快的或有吸引力的,然后是一个同样公开的认可或拒绝。在谈话环境中,对诸如“这个很好吃”或“过山车很有趣”之类的评论,典型的和预期的反应不是“怎么会呢?”或者“你怎么知道的?”,而是一个回答,它揭示了自己对一个对象或事务状态的态度,从而揭示了对手头问题的冲突或一致。在迈克尔·托马塞洛(Michael Tomasello)提出的合作交际观的背景下,对品味的判断(其内容和言语行为)进行了探讨,该观点根据我们在与他人交流时想从他人那里得到什么来分类交际行为。我们也用博弈论。在博弈论的内涵中,关于喜欢或偏爱什么的公众争论是一种类似于“性别之战”的协调游戏。言语行为理论传统上认为说话人可以同时进行不同的言语行为。结合这两种观点,我们认为引起看似完美的分歧的公开声明具有信息性、请求性和寻求一致性的维度,这使得不同的命题内容突出。在关于某样东西是否美味(有趣)的争论中,演讲者和她的目标受众通常会玩两种游戏,一种是让别人知道(关于自己的)一些事情,另一种是态度一致游戏,即在特定情况下,采取行动寻求与自己更喜欢或更可取的东西一致的游戏。这两款游戏都突出了不同的主张。最后,我对当前语境主义者和评价相对主义者在个人品味问题上关于什么是美味(滑稽……)的争论进行了简要的评价。
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引用次数: 0
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