This paper examines popular‘conventionalist’explanations of why philosophers need not back up their claims about how‘we’use our words with empirical studies of actual usage. It argues that such explanations are incompatible with a number of currently popular and plausible assumptions about language's ‘social’character. Alternate explanations of the philosopher's purported entitlement to make a priori claims about‘our’usage are then suggested. While these alternate explanations would, unlike the conventionalist ones, be compatible with the more social picture of language, they are each (...) shown to face serious problems of their own. (shrink)

We discuss in this paper the question of the scope of the principle of tolerance about languages promoted in Carnap's The Logical Syntax of Language and the nature of the analogy between it and the rudimentary conventionalism purportedly exhibited in the work of Poincaré and Hilbert. We take it more or less for granted that Poincaré and Hilbert do argue for conventionalism. We begin by sketching Coffa's historical account, which suggests that tolerance be interpreted as a (...) class='Hi'>conventionalism that allows us complete freedom to select whatever language we wish—an interpretation that generalizes the conventionalism promoted by Poincaré and Hilbert which allows us complete freedom to select whatever axiom system we wish for geometry. We argue that such an interpretation saddles Carnap with a theory of meaning that has unhappy consequences, a theory we believe he did not hold. We suggest that the principle of linguistic tolerance in fact has a more limited scope; but within that scope the analogy between tolerance and geometric conventionalism is quite tight. (shrink)

Once upon a time, logical conventionalism was the most popular philosophical theory of logic. It was heavily favored by empiricists, logical positivists, and naturalists. According to logical conventionalism, linguistic conventions explain logical truth, validity, and modality. And conventions themselves are merely syntactic rules of language use, including inference rules. Logical conventionalism promised to eliminate mystery from the philosophy of logic by showing that both the metaphysics and epistemology of logic fit into a scientific picture of reality. (...) For naturalists of all stripes, this was paradise. Alas, paradise was lost. By the end of the twentieth century, logical conventionalism had been almost universally abandoned. But more recently, it has been revitalized. This chapter provides an overview of logical conventionalism and its history, clears away misunderstandings, and briefly responds to both the canonical objections to conventionalism (from Quine, Dummett, Boghossian, and many others) as well as new objections (from Field and Golan). From paradise lost, to paradise regained: logical conventionalism is back. (shrink)

Kalhat has forcefully criticised Wittgenstein's linguistic or conventionalist account of logical necessity, drawing partly on Waismann and Quine. I defend conventionalism against the charge that it cannot do justice to the truth of necessary propositions, renders them unacceptably arbitrary or reduces them to metalingustic statements. At the same time, I try to reconcile Wittgenstein's claim that necessary propositions are constitutive of meaning with the logical positivists’ claim that they are true by virtue of meaning. Explaining necessary propositions by reference (...) to linguistic conventions does not reduce modal to non‐modal notions, but it avoids metaphysical accounts, which are incapable of explaining how we can have a priori knowledge of necessity. (shrink)

Kalhat has forcefully criticised Wittgenstein's linguistic or conventionalist account of logical necessity, drawing partly on Waismann and Quine. I defend conventionalism against the charge that it cannot do justice to the truth of necessary propositions, renders them unacceptably arbitrary or reduces them to metalingustic statements. At the same time, I try to reconcile Wittgenstein's claim that necessary propositions are constitutive of meaning with the logical positivists' claim that they are true by virtue of meaning. Explaining necessary propositions by reference (...) to linguistic conventions does not reduce modal to non-modal notions, but it avoids metaphysical accounts, which are incapable of explaining how we can have a priori knowledge of necessity. (shrink)

I consider Plato’s argument, in the dialogue Cratylus, against both of two opposed views of the “correctness of names.” The first is a conventionalist view, according to which this relationship is arbitrary, the product of a free inaugural decision made at the moment of the first institution of names. The second is a naturalist view, according to which the correctness of names is initially fixed and subsequently maintained by some kind of natural assignment, rooted in the things themselves. I argue (...) that: 1) Plato’s critical challenge to both views anticipates considerations introduced by Wittgenstein in the Philosophical Investigations ’ consideration of rules and rule-following; 2) Understanding Plato’s appeal to the “form” [ eidos ] of a thing in resolving the problems of both views helps to explicate Wittgenstein’s own appeal to “forms of life” as the “given” ground of linguistic practice; and 3) We should not understand the grounding of language in form-of-life either as a basis in the plural practices of different communities, or as a biological/anthropological basis in the specific nature of the human organism. Rather, it points to an autonomous dimension of form, which articulates the relationship between language and life as it relates to the possibility of truth. (shrink)

A new reading of Plato's account of conventionalism about names in the Cratylus. It argues that Hermogenes' position, according to which a name is whatever anybody 'sets down' as one, does not have the counterintuitive consequences usually claimed. At the same time, Plato's treatment of conventionalism needs to be related to his treatment of formally similar positions in ethics and politics. Plato is committed to standards of objective natural correctness in all such areas, despite the problematic consequences which, (...) as he himself shows, arise in the case of language. (shrink)

What is the source of logical and mathematical truth? This book revitalizes conventionalism as an answer to this question. Conventionalism takes logical and mathematical truth to have their source in linguistic conventions. This was an extremely popular view in the early 20th century, but it was never worked out in detail and is now almost universally rejected in mainstream philosophical circles. Shadows of Syntax is the first book-length treatment and defense of a combined conventionalist theory of logic and (...) mathematics. It argues that our conventions, in the form of syntactic rules of language use, are perfectly suited to explain the truth, necessity, and a priority of logical and mathematical claims, as well as our logical and mathematical knowledge. (shrink)

Drawing on themes important in moral and political philosophy, much of the scholarship on the constitutional law of privacy in the United States distinguishes between privacy understood as a person's control over information and privacy understood as a person's ability to make autonomous decisions. For example, Katz v. United States established the framework for analyzing whether police activity constituted a “search” subject to the Fourth Amendment's requirement that the police either obtain a warrant before conducting a search or otherwise act (...) reasonably. The defendant was a professional gambler who knew enough about police techniques to use a public telephone to make his business calls. Police agents attached a listening device to the outside of the phone booth, and sought to use the recordings against the defendant. The Supreme Court agreed with the defendant that the Fourth Amendment had been violated. Justice John Marshall Harlan's influential concurring opinion asserted that a person's privacy, in the sense of control over information, depended on two factors: “that a person have exhibited an actual expectation of privacy and, second, that the expectation be one that society is prepared to recognize as ‘reasonable.’” Fourth Amendment cases like Katz involve informational control; they define the circumstances under which the government may acquire information from or about a person without first obtaining the person's agreement. In contrast, cases like Griswold v. Connecticut, which barred the state from making it a criminal offense to use contraceptives, and Roe v. Wade, which restricted the state's power to prohibit or regulate abortions, used the language of privacy rights to protect a much broader interest in autonomous decision-making. Seeing these cases and related ones through lenseees provided by moral and political philosophy, scholars have attempted to describe what a morally sound constitutional law of privacy would be, and the broadest sense, dworkinian. That is, they seek to provide an account of privacy with two characteristics: it is broadly consistent with the relevant constitutional decisions, and it is the most morally attractive account possible that satisfies the requirement of consistency with the decisions. (shrink)

In this paper, I discuss the influential view that depiction, like language, depends on arbitrary conventions. I argue that this view, however it is elaborated, is false. Any adequate account of depiction must be consistent with the distinctive features of depiction. One such feature is depictive generativity. I argue that, to be consistent with depictive generativity, conventionalism must hold that depiction depends on conventions for the depiction of basic properties of a picture’s object. I then argue that two (...) considerations jointly preclude depiction from being governed by such conventions. Firstly, conventions must be salient to those who employ them. Secondly, those parts of pictures that depict basic properties of objects are not salient to the makers and interpreters of pictures. (shrink)

The problem to be discussed here concerns ontology so far as it may not be formed by scientific theory. In brief terms, the problem arises in the following way. On the one hand, the world surely consists of whatever is there, irrespective of whether human beings are around or not, and irrespective especially of whether human beings have constructed any scientific theories depicting the nature of the world; on the other hand, scientific theories are subject to the limitation that we (...) can never verify them or prove them to be true, so that the ontology prescribed by scientific theory is not firmly established but is only what is attributed to the world by a fallible scientific theory at any given time. The problem could also be put in terms of ‘conceptual networks’ or in terms of language-systems. (shrink)

As is well known, Carnap's conventionalism was a rejection to Kant's view ofmathematics and was fully developed in his Logische Syntax der Sprache.The purpose of this article is to step back to Der Logische Aufbau der Weltto show that the Logical Syntax of Language is an attempt to solve difficultiesfound in the earlier construction. I first clarify the notion of conventionalism, whichplays a central role in the application of mathematics to the reconstruction of empiricalknowledge. By not strictly (...) distinguishing between the intuitive notion and thetopological concept of dimension, Carnap is led to a construction which is highlyquestionable. To illustrate the constructive method developed in the Aufbauand some of its inherent difficulties, I consider the computational aspects of theconstruction of phenomenological space via the mathematical concept of dimension.Contrary to Carnap's conventionalism, a dual nature of mathematical statements isbrought into existence by his logical reconstruction. So, if Carnap wants to retainhis mathematics as devoid of content, he must make a clear-cut distinction betweenanalytic and synthetic statements. Thus the natural follow-up to the Aufbau isthe Logical Syntax of Language. (shrink)

The Cratylus’ main concern is to outline and evaluate the competing views of language held by two characters, Hermogenes and Cratylus, who disagree about whether convention or nature (respectively) are the source of onomastic correctness. Hermogenes has been thought to hold two radically different views by different scholars, one extreme conventionalism whereby all names are correct relative to their speakers, and another modest conventionalism according to which distinct naming actions – establishment and employment – explain why some (...) names are correct and others are not, depending on the speaker. In this paper I argue that, though Hermogenes ultimately endorses a conventionalism of the latter kind, it is a mistake to assign him this position from the outset. Rather, to understand the structure of the conversation about conventionalism, we must view Hermogenes’ position, and Socrates’ understanding of it, as developing instead of settled. For it is only by discussing the matter that Hermogenes comes to express a moderate conventionalist view and Socrates comes to appreciate the position Hermogenes actually holds. (shrink)

Geometry was a main source of inspiration for Carnap’s conventionalism. Taking Poincaré as his witness Carnap asserted in his dissertation Der Raum (Carnap 1922) that the metrical structure of space is conventional while the underlying topological structure describes "objective" facts. With only minor modifications he stuck to this account throughout his life. The aim of this paper is to disprove Carnap's contention by invoking some classical theorems of differential topology. By this means his metrical conventionalism turns out to (...) be indefensible for mathematical reasons. This implies that the relation between to-pology and geometry cannot be conceptualized as analogous to the relation between the meaning of a proposition and its expression in some language as logical empiricists used to say. (shrink)

Geometry was a main source of inspiration for Carnap's conventionalism. Taking Poincaré as his witness, Carnap asserted in his dissertation Der Raum that the metrical structure of space is conventional while the underlying topological structure describes ‘objective’ facts. With only minor modifications he stuck to this account throughout his life. The aim of this paper is to disprove Carnap's contention by invoking some classical theorems of differential topology. It is shown that his metrical conventionalism is indefensible for mathematical (...) reasons. This implies that the relation between topology and geometry cannot be conceptualized as analogous to the relation between the meaning of a proposition and its expression in some language as the logical empiricists used to say. (shrink)

ABSTRACTThe aim of this article is to see whether we can account for the normativity of law within the framework of legal positivism and whether the idea of a social convention could be of help in this endeavour. I argue, inter alia, that we should distinguish between the problem of accounting for the normativity of law, conceived as a necessary property of law, and the problem of accounting for the use of normative legal language on the part of legal (...) actors; that the debate about the normativity of law, which mainly concerns, is more or less identical to the debate between legal positivists and non-positivists; that one cannot account for the normativity of law, conceived along the lines of, within the framework of legal positivism, and that the question of the normativity of law considered within the framework of legal positivism is not an open question. (shrink)

In broadest terms, this thesis is concerned to answer the question of whether the view that arithmetic is analytic can be maintained consistently. Lest there be much suspense, I will conclude that it can. Those who disagree claim that accounts which defend the analyticity of arithmetic are either unable to give a satisfactory account of the foundations of mathematics due to the incompleteness theorems, or, if steps are taken to mitigate incompleteness, then the view loses the ability to account for (...) the applicability of mathematics in the sciences. I will show that this criticism is not successful against every view whereby arithmetic is analytic by showing that the brand of "conventionalism" about mathematics that Rudolf Carnap advocated in the 1930s, especially in Logical Syntax of Language, does not suffer from these difficulties. There, Carnap develops an account of logic and mathematics that ensures the analyticity of both. It is based on his famous "Principle of Tolerance", and so the major focus of this thesis will to defend this principle from certain criticisms that have arisen in the 80 years since the book was published. I claim that these criticisms all share certain misunderstandings of the principle, and, because my diagnosis of the critiques is that they misunderstand Carnap, the defense I will give is of a primarily historical and exegetical nature. Again speaking broadly, the defense will be split into two parts: one primarily historical and the other argumentative. The historical section concerns the development of Carnap's views on logic and mathematics, from their beginnings in Frege's lectures up through the publication of Logical Syntax. Though this material is well-trod ground, it is necessary background for the second part. In part two we shift gears, and leave aside the historical development of Carnap's views to examine a certain family of critiques of it. We focus on the version due to Kurt Gödel, but also explore four others found in the literature. In the final chapter, I develop a reading of Carnap's Principle - the `wide' reading. It is one whereby there are no antecedent constraints on the construction of linguistic frameworks. I argue that this reading of the principle resolves the purported problems. Though this thesis is not a vindication of Carnap's view of logic and mathematics tout court, it does show that the view has more plausibility than is commonly thought. (shrink)

W. V. Quine famously argues that though all knowledge is empirical, mathematics is entrenched relative to physics and the special sciences. Further, entrenchment accounts for the necessity of mathematics relative to these other disciplines. Michael Friedman challenges Quine’s view by appealing to historicism, the thesis that the nature of science is illuminated by taking into account its historical development. Friedman argues on historicist grounds that mathematical claims serve as principles constitutive of languages within which empirical claims in physics and the (...) special sciences can be formulated and tested, where these mathematical claims are themselves not empirical but conventional. For Friedman, their conventional, constitutive status accounts for the necessity of mathematics relative to these other disciplines. Here I evaluate Friedman’s challenge to Quine and Quine’s likely response. I then show that though we have reason to find Friedman’s challenge successful, his positive project requires further development before we can endorse it. (shrink)

Abstract Artificial language philosophy (also called ‘ideal language philosophy’) is the position that philosophical problems are best solved or dissolved through a reform of language. Its underlying methodology—the development of languages for specific purposes—leads to a conventionalist view of language in general and of concepts in particular. I argue that many philosophical practices can be reinterpreted as applications of artificial language philosophy. In addition, many factually occurring interrelations between the sciences and philosophy of science are (...) justified and clarified by the assumption of an artificial language methodology. (shrink)

Rudolf Carnap's 'Principle of Tolerance' was undoubtedly one of the most infl uential precepts in 20th Century philosophy. Introduced in The Logical Syntax of Language, Carnap's Principle suffered from ambiguities which aroused important philosophical questions from Moritz Schlick and Alberto Coffa. Specifi cally, their questions arise from the application of the Principle to the matter of including extra-logical transformation rules in the defi nition of a language, which Carnap regarded as an important difference between his own conventionalist philosophy (...) of logic and the 'absolutist' conception of Wittgenstein's Tractatus. Yet both Schlick and Coffa suggested that applying the Tolerance precept to this matter exceeds the limits of its legitimate deployment. Upon considering their objections, as well as the criticism of Wittgenstein which evoked them, it is argued that the philosophical signifi cance of the Principle of Tolerance requires its strict limitation to matters pertaining to the determination of meaning. (shrink)

The philosopher David Lewis is credited by many social scientists, including mainstream economists, with having founded the modern (game-theoretical) approach to conventions, viewed as solutions to recurrent coordination problems. Yet it is generally ignored that he revised his approach, soon after the publication of his well-known book. I suggest that this revision has deep implications (probably not perceived by Lewis himself) on the analytical links between coordination, uncertainty and rationality. Thinking anew about these issues leads me to map out an (...) alternative social scientific research programme. The traditional ontological equipment of methodological individualism should be reinforced in order to admit the existence of an “intersubjective” world beside the two familiar worlds: the “objective” world of observable things, and the “subjective” world of expectations and individual beliefs. In particular, language becomes necessary to understand coordination via conventions, rather than the other way round. That has led a group of institutionalist economists and pragmatist sociologists to develop an enlarged model of rationality, no longer isolated from questions of coordination and values. This model is the basis for the “Economics of Conventions”. (shrink)

This volume is a collection of ten essays by Douglas Gasking (1911–1994), a significant figure in Australian philosophy. There are three previously published papers, “Mathematics and the World” (proposing a form of conventionalism), “Causation and Recipes” (expounding a manipulation account of causation), and “Clusters”, (an account of certain varieties of class-membership). The seven previously unpublished papers include further work on causation, some epistemological issues, subjective probability, a carefully worked out account of the sense in which observable behaviour can be (...) criterial for mental states, and the distinction between deductive and inductive arguments.The introduction to the volume describes Gasking’s life and work, and a bibliography lists Gasking’s publication, and also works of other philosophers who have engaged with Gasking’s ideas. (shrink)

I reject the widely held view that Duhem's 1906 book La Théorie physique is a statement of instrumentalistic conventionalism, motivated by the scientific crisis at the end of the nineteenth century. By considering Duhem's historical context I show that his epistemological views were already formed before the crisis occured; that he consistently supported general thermodynamics against the new atomism; and that he rejected the epistemological views of the latter's philosophical supporters. In particular I show that Duhem rejected Poincaré's account (...) of scientific language, Le Roy's view that laws are definitions, and the conventionalist's use of simplicity as the criterion of theory choice. Duhem regarded most theory choices as decidable on empirical grounds, but made historical context the main determining factor in scientific change. (shrink)

This article constitutes an attempt to reexamine a crucial issue of legal theory from the perspective of philosophy of language and of social ontology: by analyzing a jurisprudential case recently decided by the U.S. Supreme Court, we explain how Searle's account on rules in The Construction of Social Reality constitutes an important starting point for the clarification of the old jurisprudential debate between conventionalism and interpretivism. In a nutshell, we show that Searle's framework, while strictly conventionalist, makes it (...) possible to conceive of the distinction between the semantic content of rules and their extension, by drawing a parallel with the idea of “deep conventions” as well as with the semantic conventions in natural language. The paper thus touches on the broader problem of the relations between legal concepts and nonlegal values. (shrink)

This dissertation makes two primary contributions. The first three chapters develop an interpretation of Carnap's Meta-Philosophical Program which places stress upon his methodological analysis of the sciences over and above the Principle of Tolerance. Most importantly, I suggest, is that Carnap sees philosophy as contiguous with science—as a part of the scientific enterprise—so utilizing the very same methods and subject to the same limitations. I argue that the methodological reforms he suggests for philosophy amount to philosophy as the explication of (...) the concepts of science through the construction and use of suitably robust meta-logical languages. My primary interpretive claim is that Carnap's understanding of logic and mathematics as a set of formal auxiliaries is premised upon this prior analysis of the character of logico-mathematical knowledge, his understanding of its role in the language of science, and the methods used by practicing mathematicians. Thus the Principle of Tolerance, and so Carnap's logical pluralism, is licensed and justified by these methodological insights. This interpretation of Carnap's program contrasts with the popular Deflationary reading as proposed in Goldfarb & Ricketts. The leading idea they attribute to Carnap is a Logocentrism: That philosophical assertions are always made relative to some particular language, and that our choice of syntactical rules for a language are constitutive of its inferential structure and methods of possible justification. Consequently Tolerance is considered the foundation of Carnap's entire program. My third chapter argues that this reading makes Carnap's program philosophically inert, and I present significant evidence that such a reading is misguided. The final chapter attempts to extend the methodological ideals of Carnap's program to the analysis of the ongoing debate between category- and set-theoretic foundations for mathematics. Recent criticism of category theory as a foundation charges that it is neither autonomous from set theory, nor offers a suitable ontological grounding for mathematics. I argue that an analysis of concepts can be foundationally informative without requiring the construction of those concepts from first principles, and that ontological worries can be seen as methodologically unfruitful. (shrink)

The translator of the first Ukrainian version of Plato’s Cratylus (see above, p. ..) indicates the difficulties in translating the dialogue, emphasizing the external and internal aspects of those difficulties. The external aspect consists in the different etymology of Greek and Ukrainian words, and the internal one lays in the problem of choice between “Latinization” and “Ukrainization” of the translated text. The author made one of his translation principles to avoid excessive Latinization and justifies his decision.

In this paper, I explore two contrasting conceptions of the social character of language. The first takes language to be grounded in social convention. The second, famously developed by Donald Davidson, takes language to be grounded in a social relation called triangulation. I aim both to clarify and to evaluate these two conceptions of language. First, I propose that Davidson’s triangulation-based story can be understood as the result of relaxing core features of conventionalism pertaining to (...) both common-interest and diachronic stability—specifically, Davidson does not require uses of language to be self-perpetuating, in the way required by conventionalism, in order to be bona fide components of linguistic systems. Second, I argue that Davidson’s objections to conventionalism from language innovation and language variation fail, and that certain kinds of negative data in language use require an appeal to diachronic social relations. However, I also argue that recent work on communication in the a.. (shrink)

Social conventions are those arbitrary rules and norms governing the countless behaviors all of us engage in every day without necessarily thinking about them, from shaking hands when greeting someone to driving on the right side of the road. In this book, Andrei Marmor offers a pathbreaking and comprehensive philosophical analysis of conventions and the roles they play in social life and practical reason, and in doing so challenges the dominant view of social conventions first laid out by David Lewis. (...) Marmor begins by giving a general account of the nature of conventions, explaining the differences between coordinative and constitutive conventions and between deep and surface conventions. He then applies this analysis to explain how conventions work in language, morality, and law. Marmor clearly demonstrates that many important semantic and pragmatic aspects of language assumed by many theorists to be conventional are in fact not, and that the role of conventions in the moral domain is surprisingly complex, playing mostly an auxiliary and supportive role. Importantly, he casts new light on the conventional foundations of law, arguing that the distinction between deep and surface conventions can be used to answer the prevalent objections to legal conventionalism. Social Conventions is a much-needed reappraisal of the nature of the rules that regulate virtually every aspect of human conduct. (shrink)

The paper considers Plato’s theory of language through the prism of the Timaeus’ metaphysics. It is argued that the apparent contradictions of Plato’s philosophy of language are the consequence of the two-fold nature of language, and that the metaphysical scheme proposed by Plato in the Timaeus can shed a light on his coherent theory of language. The linguo-metaphysical isomorphism of the Timaeus presupposes that (1) words and material elements have their own meaning and nature respectively; (2) (...) they can be reduced to an infinite variety of amorphic sounds and receptacle; (3) the participation in truth is possible only at the level of narrative and universe. According to this scheme the universe (κόσμος), as well as any speech (λόγος), can be explained by the reduction to its constituent elements, but it will be only necessary explanation. Whereas for Plato, the true understanding of cosmos and logos is possible only on the level of the coherent unity of the whole, which represents the ideal paradigm in the best possible way. (shrink)

Rudolf Carnap's 1930s philosophy of logic, including his adherence to the principle of tolerance, is discussed. What theses did Carnap commit himself to, exactly? I argue that while Carnap did commit himself to a certain multitude thesis—there are different logics of different languages, and the choice between these languages is merely a matter of expediency—there is no evidence that he rejected a language-transcendent notion of fact, contrary to what Warren Goldfarb and Thomas Ricketts have prominently argued. (In fact, it (...) is obscure just what Goldfarb and Ricketts claim about Carnap). Toward the end I critically discuss Michael Friedman's suggestion that Carnap believed in a relative a priori. (shrink)

On the face of it, Plato’s dialogue the Cratylus has a clear and narrowly linguistic subject matter, specifically, the debate between conventionalism and naturalism in the theory of meaning. But why should this topic be of sufficient interest to Plato to warrant an entire dialogue? What philosophically was at stake for him in these seemingly recherché questions about language? I argue that at least one major motivation is a defense of Platonistic epistemology and, in particular, Plato’s Theory of (...) Recollection. Specifically, I argue that conventionalism and naturalism pose alternative responses to a certain version of the paradox of analysis. If either is correct, Plato’s own solution to the paradox – the Theory of Recollection – will not be adequately motivated. If, however, neither conventionalism nor naturalism can plausibly avoid the paradox, the Theory of Recollection will still be needed. (shrink)

Patricia Werhane synthesizes much of later Wittgensteinian thought, bringing together disparate arguments into a coherent text. Keeping in mind what Wittgenstein set out to accomplish in his later writings, the introduction of new material on the private language arguments, and the philosophical significance of these claims, Werhane develops the thesis that the notion of a rule is such a constitutive of language that a private language is impossible. Such a conclusion challenges many contemporary readings of the Philosphical (...) Investigations by bringing into question conventionalism, linguistic relativism, and idealism while defending the thesis that the notion of a private psychological experience makes sense. (shrink)

In a rare discussion of Gadamer's work, Davidson takes issue with Gadamer's claim that successful communication requires that interlocutors share a common language. While he is right to see a difference between his own views and Gadamer's on this point, Davidson appears to have misunderstood what motivates Gadamer's position, conflating it with that of his more familiar conventionalist interlocutors. This paper articulates Gadamer's view of the role of language in communicative understanding as an alternative to both Davidson's and (...) that of the conventionalist writers Davidson critiques. It is argued, first, that Gadamer employs a conception of what individuates a language, and thus of what it means for two speakers to “share” a language, that Davidson never considers. By emphasizing the role of “application” in the historical development of languages, Gadamer develops a view in which languages are distinguished not by their particular semantic or syntactic rules, but by subtle differences between the concepts they express. Second, it is argued that the instances of “asymmetrical” communication—communication between interlocutors who have different sets of concepts at their disposal—that motivate Gadamer's position pose a challenge to Davidson's account of interpretative charity. (shrink)

In my previous paper "Has the later Wittgenstein accounted for necessity?" I argued against the conventionalist account of necessity proposed by Wittgenstein and his followers. Glock has addressed some of my objections in his paper "Necessity and Language: In Defence of Conventionalism". This brief rejoinder considers Glock's replies to three of those objections. In the course of doing so, I revisit Wittgenstein's explanation of the special status of necessary propositions, the supposedly arbitrary nature of colour-grammatical propositions, and the (...) relation between rules and modality. (shrink)

Izydora Da˛mbska was one of the most outstanding representatives of the Lvov-Warsaw School and a disciple of both the School’s founder Kazimierz Twardowski and Kazimierz Ajdukiewicz. Interest in the School was the result of Twardowski’s program of scientific philosophy, which was adopted by the vast majority of his students. This program assumed that the basic condition for practicing philosophy in a scientific manner is the precise use of language by a philosopher. One of the scholars who devoted most attention (...) to language was Kazimierz Ajdukiewicz. Da˛mbska accepted that the philosophical program of the School was opposed to the trend shared by many contemporary schools at the time which belonged to the so called current of linguistic philosophy. According to this trend, language is the only object of philosophical investigation. The analysis of Ajdukiewicz’s concept of language is one of her most interesting achievements in the domain of philosophy of language. This concept, called by Da˛mbska ‘the immanent concept of language’, is the basis of Ajdukiewicz’s well-known radical conventionalism. (shrink)

The article is devoted to the applicability of Wittgenstein’s following the rule in the context of his philosophy of mathematics to real mathematical practice. It is noted that in «Philosophical Investigations» and «Remarks on the Foundations of Mathematics» Wittgenstein resorted to the analysis of rather elementary mathematical concepts, accompanied also by the inherent ambiguity and ambiguity of his presentation. In particular, against this background, his radical conventionalism, the substitution of logical necessity with the «form of life» of the community, (...) as well as the inadequacy of the representation of arithmetic rules by a language game are criticized. It is shown that the reconstruction of the Wittgenstein concept of understanding based on the Fregian division of meaning and referent goes beyond the conceptual framework of Wittgenstein language games. (shrink)

Some scholars have understood that Spinoza’s extreme rationalism, nominalism, conventionalism, and rejection of a semantic theory of truth make his philosophy incapable to use language for philosophical and scientific purposes; insofar he considered language a source of inadequate knowledge, falsity, and error. Thus Spinoza finds contradiction in his inevitable use of language to express his philosophy. This paper has four aims: first, propose an explanation on why language is inadequate knowledge for Spinoza; second, present differences (...) between inadequacy, falsity, and error in language; third, argue on the Spinozian use of the geometrical method as a solution for the adequate use of language in philosophical and scientific work; finally, show the problems and limits of this solution for metaphysical discussions. (shrink)

Lexical innovations (e.g., zero-derivations coined on the fly by a speaker) seem to bear semantic content. Yet, such expressions cannot bear semantic content as a function of the conventions of meaning in force in the language, since they are not part of its lexicon. This is in tension with the commonplace view that the semantic content of lexical expressions is constituted by linguistic conventions. The conventionalist has two immediate ways out of the tension. The first is to preserve the (...) conventionalist assumption and deny that lexical innovations bear semantic content. The second is to dynamicize the conventionalist assumption, that is, argue that presentations of unattested expressions trigger an augmentation of the standing semantic resources of the language and instantiate content as a result of this underlying update. Building on a comparison with the production of novel onomatopoeic words, iconic pseudowords and pro-speech gestures, the paper argues that the issue is best addressed by suspending the conventionalist assumption, and describes the metasemantic implications of the claim. (shrink)

What is attempted in this book is a presentation of various areas of science in such ways that their attendant philosophical problems are displayed, and their philosophical relevance is made evident. Essentially, there are three parts to the book: the first, comprising chapters on the nature of number, geometry, and the mathematical treatments of motion and measurement, presents the usual problems of conventionalism in geometry, physical vs. formal geometry, but also discusses Turing machines and information theory. The next five (...) chapters analyze the laws of motion, probability, chance, and credibility, order in nature, and the conceptual structure of modern physics. The last four chapters constitute a study of evolutionary theory, psychology, ethics, and economic theory, the last topic not often appearing in studies of scientific philosophy. The selection of topics is judicious and balanced, but the author often overuses certain ideas and theories, for example, information theory, as both heuristic devices and as factually true of various situations; in this sense he is misleading and conceptually unrigorous. A number of illustrations, visually interesting and enlightening, help to add interest.—P. J. M. (shrink)

"Agreement" is the key notion in Wittgenstein's explanation of the possibility of public language. Agreement in judgements constitutes the justification for asserting agreement in definitions. The determinates of rules are empirical; rules as determinables are transcendental. Rules are on the limit of public language, and not within it. Wittgenstein's skeptical solutions to skepticism about language and about the given are transcendentalistic. His skeptical solutions in other areas are conventionalistic. Skepticism about mental phenomena is not solved because of (...) a systematic rule-gap for the application of non-dispositional psychological concepts. (shrink)

This article is an introduction to the Synthese Special Issue, Natural Kinds: Language, Science, and Metaphysics. The issue includes new contributions to some of the main questions involved in the present philosophical debates on natural kinds and on natural kind terms. Those debates are relevant to philosophy of language, philosophy of science, and metaphysics. In philosophy of language it is highly debated what the meaning of natural kind terms is, how their reference is determined, as well as (...) whether there are differences and similarities between the semantics of natural kind terms and that of other sorts of kind terms. In philosophy of science, natural kinds are relevant because they are the basis for scientific classifications and play an explanatory role in scientific theories; thus one aim of science is to discover natural kinds and theorize about them. Natural kinds are also relevant in metaphysics, where many questions involving natural kinds are debated and especially those concerning the sort of entities we refer to when using natural kind terms, i.e., the ontological status of natural kinds; in this regard there are different views, such as conventionalism, realism and essentialism. Another metaphysical question is what it is that characterizes the naturalness of kind divisions. The introduction sketches the antecedents of some of the present views on natural kinds and natural kind terms, and indicates some of the topics dealt with in the articles that make up the issue, which can be classified in the following groups: the metaphysics and epistemology of natural kinds the semantics of natural kind terms and other kind terms questions on species and other related issues on natural kinds. However, many of the articles cover more than just one of these topics. (shrink)

Part I deals with language and knowledge. Chapter 1: Plato’s Cratylus presents two opposing views of meaning—naturalism and conventionalism—and finds both wanting. Aristotle’s De Interpretatione offers a compromise between these views: the relations between written and spoken words and between spoken words and mental states are conventional, but that between mental states and the objects they represent is natural. Chapter 2: Aristotle holds a correspondence theory of truth, and he treats necessity as a property that a statement has (...) in relation to what it asserts. These are important for his claim that scientific knowledge must be derived from necessarily true first principles. Chapter 3: Posterior Analytics argues that the human mind is so related to the world that it is able to grasp the basic categories and kinds existing in reality. Modrak rejects as overly Cartesian the intuitionist interpretation of nondemonstrative knowledge of first principles and universal concepts; instead, she argues, Aristotle is an empiricist and moderate realist: really existing kinds cause humans to know them through sense-experience and induction. But it remains mysterious how they are able to do this. Chapter 4: Aristotle’s three types of demonstrative science—mathematics, natural science, and first philosophy—are all empirically based. The method of dialectic employing endoxa complements this empirical approach. (shrink)

Two of the most fundamental questions about language are these: what are languages?; and, what is it to know a given language? Many philosophers who have reflected on these questions have presented answers that attribute a central role to conventions. In one of its boldest forms such a view runs as follows. Languages are either social entities constituted by networks of social conventions or abstract objects where when a particular community speaks a given language they do so (...) in virtue of the conventions operative within that community. Consequently, for an individual to know a given language is for them to be party to the relevant conventions. Call this view conventionalism. In this article my aim is to evaluate conventionalism. I will argue that although there are linguistic conventions and that they do play an important role in language development and communication conventionalism should be rejected in favour of a more psychologistically orientated position. (shrink)