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ORDINARY KINDS AND ONTOLOGICAL ANGST. REPLY TO DEMARTINI 普通的种类和本体论的焦虑。对德马尔蒂尼的答复
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.mt
Mario Gómez-Torrente
: Thainá Demartini has criticized my view that ordinary natural kind terms refer to vague non-scientific kinds and defended the more traditional view that they refer to precise kinds discovered by science. In this note I reject Demartini’s worries as based on inadequate ontological scruples.
泰恩·德马蒂尼批评了我的观点,即普通的自然种类术语指的是模糊的非科学种类,并为更传统的观点辩护,即它们指的是科学发现的精确种类。在本文中,我反对德马蒂尼基于不充分的本体论顾虑的担忧。
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引用次数: 0
DO CONFLICTING INTENTIONS GIVE RISE TO MULTIPLE DEMONSTRATIVE REFERENCE? REPLY TO MENA 相互冲突的意图是否会产生多重示范参考?回复MENA
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.mn
Mario Gómez-Torrente
: According to Ricardo Mena, a demonstrative refers to all the objects that the utterer has an intention for it to refer to, which may be more than one in cases where her referential intentions conflict. In this note I argue that Mena’s proposal has several serious problems.
:根据Ricardo Mena的说法,指示语指的是说话者有意指代的所有对象,在她的指代意图冲突的情况下,可能不止一个。在本说明中,我认为梅纳的提议存在几个严重问题。
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引用次数: 0
CETERIS PARIBUS PROVISOS, KNOWLEDGE OF REFERENCE-FIXING CONVENTIONS, AND PROPER NAMES. REPLY TO ORLANDO 其他条件相同,关于指称固定约定的知识,以及专有名称。回复奥兰多
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.mo
Mario Gómez-Torrente
: Eleonora Orlando argues that one must understand some descriptivist theories of names that I criticize in my book Roads to Reference as ceteris paribus generalizations, and that on this understanding they survive my criticisms; she also introduces some doubts about my views on the knowledge speakers have of the reference-fixing conventions I postulate for proper names. In this note I argue against Orlando’s suggestion about ceteris paribus provisos and explain my view of the epistemology of reference-fixing conventions. Spanish acknowledged.
:Eleonora Orlando认为,人们必须理解我在《参考之路》一书中批评的一些名字的描述性理论,这些理论是对其他事物的同等概括,基于这种理解,它们在我的批评中幸存下来;她还介绍了一些关于我对说话者所掌握的我为专有名称假定的参考固定惯例的看法的疑问。在这篇笔记中,我反对奥兰多关于其他条件的建议,并解释了我对参照固定约定的认识论的看法。西班牙语承认。
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引用次数: 0
GÓMEZ-TORRENTE ON REFERENCE TO ORDINARY SUBSTANCES GÓmez-torrente参考普通物质
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.mx
Martín Abreu Zavaleta
: According to the Kripke-Putnam orthodoxy, a term like 'water' refers to samples of the same substance as the items on the basis of which the term was introduced. However, observations due to Needham (2000) and Leslie (2013) cast doubt on the idea that there is a uniquely privileged notion of substance relevant to the determination of reference, in which case it would seem at best indeterminate what the word `water' refers to. In response to this problem, Gómez-Torrente (2019) has argued that there is a privileged notion of substance that plays a role in the determination of reference, namely, the ordinary notion of substance. This paper argues that Gómez-Torrente's proposal is not successful. Contrary to what Gómez-Torrente supposes, there 1 For Demartini, Eleonora Orlando, for
:根据Kripke Putnam正统观念,像“水”这样的术语指的是与引入该术语所依据的物品相同物质的样品。然而,Needham(2000)和Leslie(2013)的观察结果使人们对这样一种观点产生了怀疑,即存在一个与参考文献的确定相关的独特的特权物质概念,在这种情况下,“水”一词充其量似乎不确定指的是什么,戈麦斯·托伦特(Gómez Torrente,2019)认为,有一种特殊的物质概念在参考的确定中发挥作用,即普通的物质概念。本文认为托伦特的建议并不成功。与Gómez Torrente的假设相反,Demartini、Eleonora Orlando、
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引用次数: 1
IS THE PROBLEM OF CONFLICTING INTENTIONS A GENUINE PROBLEM? SOME REMARKS ON GÓMEZ-TORRENTE´S “ROADS TO REFERENCE” 意图冲突的问题是一个真正的问题吗?对gÓmez-torrente“参考之路”的几点评论
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.fm
Filipe Martone
: In this brief discussion piece I try to offer some considerations in favor of the so-called Simple Intention Theory of demonstratives, which is rejected by Gómez-Torrente. I try to show that the main argument offered against the Simple Intention Theory appears to be based on false data.
在这篇简短的讨论中,我试图提供一些支持所谓的指示语简单意图理论的考虑,这是Gómez-Torrente所拒绝的。我试图表明,反对简单意图理论的主要论点似乎是基于错误的数据。
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引用次数: 1
REFERENCE THEORIES AND THE RELEVANCE OF DESCRIPTIONS 参考理论与描述的相关性
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.lm
Luis Fernández Moreno
: Mario Gómez-Torrente (2019) is a fundamental contribution to the issue of reference and especially of reference fixing. In this article I will focus on some questions addressed in it, especially on the relationships between some components of Kripke’s, Putnam’s and Gómez-Torrente’s theories of reference fixing as well as on the relevance of descriptions for those theories; I will then make some observations about Gómez-Torrente’s view of the reference-fixing conventions.
: Mario Gómez-Torrente(2019)是对参考问题,特别是参考固定问题的根本性贡献。在本文中,我将重点讨论其中的一些问题,特别是克里普克,普特南和Gómez-Torrente的参考固定理论的一些组成部分之间的关系以及对这些理论的描述的相关性;然后,我将对Gómez-Torrente对引用修复约定的看法进行一些观察。
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引用次数: 1
A BUMP IN THE ROAD 路上的颠簸
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.rm
R. Mena
: Roads to Reference offers a highly valuable contribution to the theory of reference. The arguments in this book are quite convincing and the overall picture presented in it is quite attractive. In what follows I would like to present some critical comments regarding the first chapter of the book, Demonstratives and Conflicting Intentions .
《参考之路》对参考理论作出了非常有价值的贡献。这本书的论点很有说服力,书中呈现的整体画面也很吸引人。在接下来的内容中,我想对本书第一章“指示和冲突意图”提出一些批判性的评论。
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引用次数: 5
NATURAL KINDS AND OUR SEMANTIC INTUITIONS ALONG THE ROAD 自然种类与我们的语义直觉
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.td
Thainá Coltro Demartini
This is a comment on Gómez-Torrente’s approach to natural kinds and natural kind terms. Here I will focus on his concerns related to the arbitrariness argument and his attempt to formulate a reply to it that maintains most (if not all) of the “Kripke-Putnam orthodoxy” when it comes to the reference-fixing of such terms. Gómez-Torrente concludes that ordinary kind terms have distinct referents from scientific terms. I will challenge one of the premises that he employs in reaching this conclusion: namely, that the difference in determinacy profiles between ordinary natural kinds and scientific kinds is enough to assume that the terms referring to them do not share their referents. I also suggest that some kind of contextual interpretation of natural kind terms might provide a nice explanation of those determinacy
这是对Gómez-Torrente对自然种类和自然种类术语的方法的评论。在这里,我将重点关注他对随意性论点的关注,以及他试图制定一个回答,以维持大部分(如果不是全部的话)“克里普克-普特南正统”,当涉及到这些术语的指称固定时。Gómez-Torrente得出结论,普通的善良术语与科学术语有不同的所指。我将挑战他在得出这一结论时所使用的一个前提:即,普通自然种类和科学种类之间的确定性轮廓的差异足以假设,指称它们的术语并不共享它们的指称物。我还认为,对自然类术语的某种语境解释可能会很好地解释这些确定性
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引用次数: 1
REFERENTIAL USES OF ARABIC NUMERALS 阿拉伯数字的参考用法
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.me
Melissa Vivanco
Is the debate over the existence of numbers unsolvable? Mario Gómez-Torrente presents a novel proposal to unclog the old discussion between the realist and the anti-realist about numbers. In this paper, the strategy is outlined, highlighting its results and showing how they determine the desiderata for a satisfactory theory of the reference of Arabic numerals, which should lead to a satisfactory explanation about numbers. It is argued here that the theory almost achieves its goals, yet it does not capture the relevant association between how a number can be split up and the morphological property of Arabic numerals to be positional. This property seems to play a substantial role in providing a complete theory of Arabic numerals and numbers. Referencial Uses of Arabic Numerals 143 Manuscrito – Rev. Int. Fil. Campinas, v. 43, n. 4, pp. 142-164, Oct.-Dec. 2020. 1. THE GAME: HOW NUMERALS COULD REFER INSTEAD OF WHETHER NUMERALS REFER There is a well–known debate about the metaphysics of natural numbers. Typically, the discussion takes place in a match whose players belong to one of two predefined teams: the Realist and the Antirealist. If you choose the Realist team, as Frege (1884), Burgess and Rosen (1997), Hale and Wright (2009), and others have done, prepare yourself to commit to the existence of natural numbers as abstract, objective, and (not necessarily but most likely) mind–independent entities. The realist player holds that arithmetical sentences are true in virtue of facts about the denotations of their singular terms and predicates. Her challenge in this game is to explain by virtue of what do we gain knowledge of arithmetic sentences (since we don’t have the same type of contact with abstract entities as we do with whatever entities that are supposed to make empirical sentences true). Naturally, you might like the Antirealist team better. The spirit of this popular team is to deny the existence of entities such as numbers (see Field (1989), Yablo (2010), Bueno (2016) Once you choose to become an antirealist, your challenge is to explain in virtue of what are arithmetical sentences true. This game has spawned a diverse variety of accounts in which each team shows off their most sophisticated tactics, even reaching extreme positions with consequences such as that the only possible result is that both teams ‘win’ (for example, defending that only radical realism and radical antirealism are tenable, as Balaguer (1998) does) or that both teams ‘lose’ (as in a case of unsolvable epistemic disagreement (see Rosen (2001)). In the fourth chapter of Roads to reference, Gómez-Torrente (2019) presents an attractive and novel account where the starting point is to put aside the traditional game— which has come to seem bogged down—and starts a new one. The opening move of this game consists of taking at face value our linguistic intuitions bearing on the question of how the
关于数字存在性的争论是无法解决的吗?Mario Gómez Torrente提出了一个新颖的建议,以打破现实主义者和反现实主义者之间关于数字的旧讨论。在本文中,概述了该策略,强调了其结果,并展示了它们如何确定令人满意的阿拉伯数字参考理论的需求,该理论应导致对数字的令人满意的解释。这里有人认为,该理论几乎达到了它的目标,但它并没有捕捉到数字如何分解与阿拉伯数字的位置形态特性之间的相关关联。这一性质似乎在提供完整的阿拉伯数字和数字理论方面发挥了重要作用。阿拉伯数字的参考用法143 Manuscrito–Rev.Int.Fil。坎皮纳斯诉43案,第4号,第142-164页,2020年10月至12月。1.游戏:数字如何引用而不是数字是否引用关于自然数的形而上学,有一场众所周知的争论。通常,讨论发生在一场比赛中,其球员属于两个预定义的团队之一:现实主义者和反现实主义者。如果你选择现实主义团队,就像Frege(1884)、Burgess和Rosen(1997)、Hale和Wright(2009)以及其他人所做的那样,让自己做好准备,将自然数作为抽象、客观和(不一定但很可能)心智独立的实体来存在。现实主义玩家认为,算术句子是真实的,因为它们的单数术语和谓词的外延是事实。她在这个游戏中的挑战是通过我们获得算术句子的知识来解释(因为我们与抽象实体的接触与我们与任何应该使经验句子成为真的实体的接触不同)。当然,你可能更喜欢反现实主义团队。这个受欢迎的团队的精神是否认数字等实体的存在(见Field(1989)、Yablo(2010)、Bueno(2016)一旦你选择成为一名反现实主义者,你的挑战就是根据算术句子来解释什么是真的。这个游戏催生了各种各样的账户,每支球队都在其中展示他们最复杂的战术,即使达到极端立场,也会产生这样的后果,即唯一可能的结果是两支球队都“赢了”(例如,像Balaguer(1998)所做的那样,捍卫只有激进现实主义和激进反现实主义是站得住脚的),或者两支球队“输了”(如在无法解决的认识分歧的情况下(见Rosen(2001))。在《参考之路》的第四章中,戈麦斯·托伦特(Gómez Torrente,2019)提出了一个有吸引力的新颖描述,其出发点是抛开传统游戏——这似乎已经陷入困境——开始一场新的游戏。这个游戏的开场白是从表面上看我们的语言直觉,它涉及到
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引用次数: 3
ARE CONFLICTING REFERENCE-FIXING INTENTIONS POSSIBLE? REPLY TO MARTONE 相互冲突的引用修复意图可能存在吗?回复martone
IF 0.2 4区 哲学 0 PHILOSOPHY Pub Date : 2020-12-01 DOI: 10.1590/0100-6045.2020.v43n4.mm
Mario Gómez-Torrente
Filipe Martone argues that reference-fixing intentions where the intended object is represented by means of a description can never fix the reference of a demonstrative, and that a speaker, as a matter of empirical fact, never has simultaneous perceptual and non-perceptual reference-fixing intentions that she can intend as fixing the reference of a demonstrative. In this note I reject Martone’s arguments for
Filipe Martone认为,通过描述来表示意图对象的参照固定意图永远无法固定指示语的参照,而作为一个经验事实,说话者永远不会同时具有感知和非感知参照固定意图,她可以将其作为指示语参照的固定意图。在这封信中,我拒绝了Martone关于
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引用次数: 0
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