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)

The debate on the conventionality of simultaneity and the debate on the dimensionality of the world have been central in the philosophy of special relativity. The link between both debates however has rarely been explored. The purpose of this paper is to gauge what implications the former debate has for the latter. I show the situation to be much more subtle than was previously argued, and explain how the ontic versus epistemic distinction in the former debate impacts the latter. Despite (...) claims to the contrary, I conclude that special relativity leaves the debate on the dimensionality of the world underdetermined. (shrink)

Modal neo-conventionalism accounts for metaphysical modality in terms of conceptual rules. Many modern neo-conventionalists have tried, in their own anti-metaphysical ways, to account for, rather than deny, important “metaphysical phenomena,” such as a posteriori necessity (Sidelle 1987, Thomasson 2020, Warren 2022a), de re modality (Povich 2024a,b, 2025, Sidelle 1987, Thomasson 2020), essence (Locke 2020, Locke and Thomasson 2023), grounding (Locke 2020), and counterpossibles (Locke 2019). In this paper, I aim to do the same for haecceitistic possibilities.

ABSTRACT I motivate ‘Origin Conventionalism’—the view that which facts about one’s origins are essential to one’s existence depends partly on our person-directed attitudes. One important upshot is that the view offers a novel and attractive solution to the Nonidentity Problem. That problem typically assumes that the sperm-egg pair from which a person originates is essential to that person’s existence; in which case, for many future persons that come into existence under adverse conditions, had those conditions not been realized, the (...) individuals wouldn’t have existed. This is problematic because it delivers the counter-intuitive conclusion that it’s not wrong to bring about such adverse conditions since they don’t harm anyone. Origin Conventionalism, in contrast, holds that whether a person’s sperm-egg origin is essential to their existence depends on their person-directed attitudes. I argue that this provides a unique and attractive way of preserving the intuition that the actions in the ‘nonidentity cases’ are morally wrong because of the potential harm done to the individuals in question. (shrink)

In what sense is the direction of time a matter of convention? In 'The Direction of Time', Hans Reichenbach makes brief reference to parallels between his views about the status of time’s direction and his conventionalism about geometry. In this article, I: (1) provide a conventionalist account of time direction motivated by a number of Reichenbach’s claims in the book; (2) show how forwards and backwards time can give equivalent descriptions of the world despite the former being the ‘natural’ (...) direction of time; and (3) argue that this offers an important middle-ground position between existing realist and antirealist accounts of the direction of time. (shrink)

Many Perdurantists have been drawn to the “Conventionalist” idea that our person-directed attitudes can determine whether or not we survive events such as teletransportation. In this paper, I suggest a novel “Contextualist Conventionalism” according to which Conventionalism is true with respect to some, but not all, contexts in which we ask “will I survive?”—instead in “reflexive” contexts, “I” reflexively refers to a thinker whose persistence conditions are mind-independent. Unlike one form of Conventionalism which implies that the reference (...) of “I” is never constrained to reflexively referring to the thinker (cf. Zimmerman, D. (2012). Personal identity and the survival of death. In B. Bradley, F. Feldman, & J. Johansson (Eds.), The Oxford handbook of philosophy of death (pp. 97–154). Oxford University Press.), Miller, K. (2013). Personal identity minus the persons. Philosophical Studies, 166, S91–S109.), Kovacs, D. (2020). Diachronic self-making. Australasian Journal of Philosophy, 98(2), 349–362.), Kurtsal, I. (2022). Self-Determination in Plenitude. Erkenntnis, 87, 2397–2418.), Longenecker, M. (2023). Conventionalism about Persons and the Nonidentity Problem. Australasian Journal of Philosophy, 101(4), 954–967.), Contextualist Conventionalism instead implies that there are some important contexts where the “I” is so constrained. And unlike another form of Conventionalism that secures such reflexive reference by holding that the survival of the thinker is a mind-dependent matter (a view which might be attributed to Braddon-Mitchell, D., & West, C. (2001). Temporal Phase Pluralism Philosophy and Phenomenological Research, LXII(1), 59–83.), or Braddon-Mitchell, D., & Miller, K. (2004). How to be a conventional person. The Monist, 87(4), 457–474., 2020), Contextualist Conventionalism secures reflexive reference while avoiding such a radical metaphysical commitment. (shrink)

This introduction presents the conceptual foundations, motivations, and challenges of conventionalism, a growing yet still under-theorised view in contemporary discussions on personal identity. Conventionalism holds that some central facts about personal identity—such as what persons are and what it takes for them to persist over time—depend, at least in part, on our person-directed attitudes and practices, rather than being fully determined by objective metaphysical facts. The chapter defines conventionalism, outlines its motivations, and surveys its leading variants. Special (...) attention is given to delineating several central objections that can be raised against the view. After providing a guide to the volume’s structure and summarising the contributions that follow, the introduction concludes by identifying open questions and outlining avenues for future research. In sum, the introduction aims to clarify the scope and stakes of conventionalism, and to position it as a serious alternative to more traditional approaches in the literature on personal identity. (shrink)

Conventionalism about promising is the view that the power to make binding promises depends essentially on the existence of a social practice or convention of promising. This paper explores an objection to conventionalism that says that—(allegedly) contra conventionalism—there is no morally acceptable world in which we lack the power of promise. Instead, normative powers theorists claim that our power of promise is morally basic or necessary. I argue that the conventionalist need not deny this claim. There are (...) several ways to develop a noncontingent conventionalism: a version of the view that can accommodate the insight that the power of promise is indispensable to morally acceptable lives. Then, I argue that the conventionalist is indeed on the hook for accommodating this insight. I wrap up by considering the state of play in the debate over conventionalism about promising. Once we note the theoretical possibility of noncontingent conventionalism, it looks like the theatre of battle shifts to the difficult question of whether “natural” morality always provides “moral necessities.”. (shrink)

A commonly made objection to conventionalist theories of promising is that they fail to adequately capture the way that breaking promises wrongs promisees in particular. If the wrong of promise-breaking is the wrong of undermining or free-riding on a useful social practice, as some conventionalist accounts hold, it appears that promissory obligations are not owed to promisees in particular, but instead to all those who contribute to the promising practice. This chapter argues that this “directionality objection” against conventionalism fails. (...) First, it distinguishes between two forms of conventionalism, arguing that the objection does not gain a foothold against the first kind (“strong conventionalism”). The objection arises only on some versions of “weak conventionalism,” including Rawls’s, and stems from a particular way of applying the Principle of Fairness to the practice of promising. Second, the chapter argues that a more careful examination of the practice of promising reveals that the Principle of Fairness does not apply to it in the way that both Rawls and his critics tend to assume. The Principle of Fairness cannot explain why we owe it to all promise-keepers to keep our promises. Furthermore, there is an alternative interpretation of how the principle applies to the practice that explains why broken promises typically wrong promisees in particular. The upshot of the argument is that the directionality objection does not present a serious problem for conventionalism about promising. At the same time, the argument shows that there are limits to any attempt to use the Principle of Fairness to explain promissory obligation. (shrink)

As is well known, research on generics is represented by three approaches: majority- based (Cohen 1996, 1999, 2004), normalcy-based (Nickel 2006; 2009; 2010a, b; 2013; 2016; 2018), and cognition-based (Leslie 2007a, b; 2008; 2013; 2017) approaches. Two recent approaches proposed by van Rooij and Schulz (2020) and Tessler and Goodman (2019) are more elaborated theories on generics, although neither of these approaches nor the three representative theories can fully account for various generics data, as argued by Yoon (2021). On the (...) other hand, Nguyen (2020) proposes another theory of generics, the so-called ‘radical’ theory, which argues that the generic operator has no semantic content, and that the various quantificational interpretations of bare plural generics are determined contextually. In this context, the main purpose of this paper is to provide a critical review of some recently published analyses, including Nguyen’s theory, and to analyze non-conventionalized generics. While conventionalized or conceptualized generics have received much attention from researchers, non- conventionalized generics have not been studied as extensively. It will be argued that Nguyen’s theory simply transfers the burden onto pragmatics, and that non- conventionalized as well as conventionalized generics tend to be interpreted based on people’s perceptions of their exceptions, in line with Yoon (2021). This position will be supported by experimental results. (shrink)

Weatherall and Manchak (2014) show that, under reasonable assumptions, Reichenbachean universal effects, constrained to a rank-2 tensor field representation in the geodesic equation, always exist in non-relativistic gravity but not so for relativistic spacetimes. Thus, general relativity is less susceptible to underdetermination than its Newtonian predecessor. Dürr and Ben-Menahem (2022) argue that these assumptions are exploitable as loopholes, effectively establishing a (rich) no-go theorem. I disambiguate between two targets of the proof, which have previously been conflated: the existence claim of (...) at least one alternative geometry to a given one and Reichenbach’s (in)famous “theorem theta,” which amounts to a universality claim that any geometry can function as an alternative to any other. I show there is no (rich) no-go theorem to save theorem theta. I illustrate this by explicitly breaking one of the assumptions and generalizing the proof to torsionful spacetimes. Finally, I suggest adopting a programmatic attitude: rather than undermining the proof, one can use it to systematically and rigorously articulate stronger propositions to be proved, thereby systematically exploring the space of alternative spacetime theories. (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)

The problem of personhood, as I will understand it in this paper, is the problem of which properties define the class of persons. The standard response to this problem is that to be a person means having certain higher-order psychological capacities. Call this “cognitivism” about personhood. By contrast, conventionalism about personhood claims that to be a person is to occupy a role within certain normative conventions. In this paper, I argue against cognitivism and in favour of conventionalism. To (...) do so, first I present both cognitivism and conventionalism. Second, I introduce two of the strongest arguments for cognitivism. Third, I show that we should reject both arguments. Finally, I conclude that the insights we can get from the discussion support a certain type of conventionalism. (shrink)

A recurrent theme in philosophy of science since the early twentieth century is the idea that at least some basic tenets within scientific theories ought to be understood as conventions. Various versions of this idea have come to be grouped together under the label ‘conventionalism’. This chapter presents and discusses some important historical stages in the development of conventionalism. Particular attention is paid to the contributions made by Henri Poincaré, Pierre Duhem and Hans Reichenbach.

Against Thomas Mormann's argument that differential topology does not support Carnap's conventionalism in geometry we show their compatibility. However, Mormann's emphasis on the entanglement that characterizes topology and its associated metrics is not misplaced. It poses questions about limits of empirical inquiry. For Carnap, to pose a question is to give a statement with the task of deciding its truth. Mormann's point forces us to introduce more clarity to what it means to specify the task that decides between competing (...) hypotheses and in what way such a task may be both in practice and/or in principle impossible to carry out. (shrink)

A powerful objection against moral conventionalism says that it gives the wrong reasons for individual rights and duties. The reason why I must not break my promise to you, for example, should lie in the damage to you—rather than to the practice of promising or to all other participants in that practice. Common targets of this objection include the theories of Hobbes, Gauthier, Hooker, Binmore, and Rawls. I argue that the conventionalism of these theories is superficial; genuinely conventionalist (...) theories are not vulnerable to the objection; and genuine moral conventionalism is independently plausible. (shrink)

This article examines how Quine and Sellars develop informatively contrasting responses to a fundamental tension in Carnap’s semantics ca. 1950. Quine’s philosophy could well be styled ‘Essays in Radical Empiricism’; his assay of radical empiricism is invaluable for what it reveals about the inherent limits of empiricism. Careful examination shows that Quine’s criticism of Carnap’s semantics in ‘Two Dogmas of Empiricism’ fails, that at its core Quine’s semantics is for two key reasons incoherent and that his hallmark Thesis of Extensionalism (...) is untenable. The tension in Carnap’s semantics together with Quine’s exposure of the severe limits of radical empiricism illuminate central features of Sellars’s philosophy: the fully general form of the myth of givenness, together with Sellars’s alternative Kantian characterisation of understanding; the full significance of Carnap’s distinction between conceptual analysis and conceptual explication, and its important methodological implications; the specifically pragmatic character of Sellars’s realism; and Sellars’s methodological reasons for holding that philosophy must be systematic and that systematic philosophy must be deeply historically and textually informed. This paper thus re-examines this recent episode of philosophical history for its philosophical benefits and systematic insights. (shrink)

This paper distinguishes three concepts of "race": bio-genomic cluster/race, biological race, and social race. We map out realism, antirealism, and conventionalism about each of these, in three important historical episodes: Frank Livingstone and Theodosius Dobzhansky in 1962, A.W.F. Edwards' 2003 response to Lewontin (1972), and contemporary discourse. Semantics is especially crucial to the first episode, while normativity is central to the second. Upon inspection, each episode also reveals a variety of commitments to the metaphysics of race. We conclude by (...) interrogating the relevance of these scientific discussions for political positions and a post-racial future. (shrink)

In this chapter, I critically examine issues relevant to the construction and reality of social categories, focusing on issues concerning conceptual schemes and conventionalism. Conceptual schemes (‘paradigms,’ ‘linguistic frameworks,’ ‘forms of life’) are systems of concepts that organize and give (intersubjective) meaning to empirical experience. In discussions about the construction of social categories, a common assumption is that social categories and kinds (e.g., ‘money,’ ‘marriage,’ ‘liberal’) require the presupposition of a conceptual scheme that gives meaning to those terms. One (...) prominent position in social ontology (Lewis, 1969, Gilbert 1989, 2014, Searle 1995) holds that the reality of social categories is grounded in a conventionalist conceptual scheme: social categories are conventionally accepted categories that reflect explicit or implicit agreements within a community. According to this view, the reality of social categories and kinds is established (and maintained) by contingent and arbitrary conventional decisions about social categories (e.g., laws about legal tender, marriage laws, the one-drop rule). Conventions can be understood as social customs (e.g., rules governing traffic, marriage laws, institutionalized rules about sex and gender) that serve some human purpose or interest. They are important for the establishment and maintenance of social norms (see Bicchieri 2006, 2017). -/- The chapter proceeds as follows. In section 2, I examine the general idea of conceptual schemes, focusing on Kuhn’s influential theory of paradigms. While Kuhn’s position implies a conceptual relativity and anti-realism (or instrumentalism) about scientific concepts, Davidson and Popper challenge the Kuhnian orthodoxy that the presence of conceptual schemes implies conceptual relativity or ‘incommensurability’ of competing conceptual schemes. I argue that a key difference between scientific and social conceptual schemes is that the former are oriented towards describing nature, whereas the latter are oriented towards social utility or usefulness. In section 3, I examine some foundational works in social ontology—focusing on the accounts of Lewis, Gilbert, and Searle—that hold that social categories are grounded by a conventionalist conceptual scheme. These accounts of social categories imply that the reality of social categories is constituted by (or grounded in) social conventions, which ultimately reflect (or are anchored by) explicit or implicit community-level agreements. In section 4, I survey some prominent accounts of social human categories, focusing on the views of Hacking, Khalidi, Mallon, Haslanger, and Ásta. A common tendency in these accounts is the portrayal of social categories as social to the extent that they are conventionally determined. This suggests that the proper contrast class for social categories is natural categories (as opposed to individual categories or innate categories). (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)

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)

Conventional elements play an integral role in measuring time. Clocks unavoidably require a chosen standard of synchrony. The periodic process selected for the standard is not imposed upon us in any way. Conventionalism, in this regard, offers an insightful perspective on temporal measurement. The strong formulation of this doctrine is, however, questionable. After elaborating on strong conventionalism, it will be argued that it has three downsides: (i) it fails to properly distinguish between highly stable natural processes and complete (...) randomness, as periodicities differ in terms of regularity; (ii) it does not explain that a clock actually measures something, to wit, parts of its own path along its worldline in spacetime; (iii) and relatedly, it omits the distinction between a temporal interval as a physical quantity and the arbitrarily chosen unit of time, leaving the distinction between temporal quantities and units a mystery. (shrink)

Kant’s three Analogies of Experience, in his Critique of Pure Reason, represent a highly condensed attempt to establish the metaphysical foundations of Newtonian physics. His strategy is to show that the organization of experience in terms of a world of enduring substances undergoing mutual causal interaction is a necessary condition of the temporal ordering even of one’s own subjective states, and thus of coherent experience itself. In his Third Analogy—an examination of the necessary conditions of judgments of simultaneous existence—he argues (...) that certain conceptual presuppositions consistent with Newtonian physics are necessary to time-awareness. His argument, however, appears to be undermined by conventionalism in natural science generally, and by the conventionality of simultaneity in particular. In this paper I discuss Kant’s claims in light of contemporary relativity theory. I suggest that, while his project is obsolete in major respects, there may still be useful insights into time-awareness to be drawn from his work. (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)

This article develops a constructive criticism of methodological conventionalism. Methodological conventionalism asserts that standards of inductive risk ought to be justified in virtue of their ability to facilitate coordination in a research community. On that view, industry bias occurs when conventional methodological standards are violated to foster industry preferences. The underlying account of scientific conventionality, however, is problematically incomplete. Conventions may be justified in virtue of their coordinative functions, but often qualify for posterior empirical criticism as research advances. (...) Accordingly, industry bias does not only threaten existing conventions but may impede their empirically warranted improvement if they align with industry preferences. My empiricist account of standards of inductive risk avoids such a problem by asserting that conventional justification can be pragmatically warranted but has, in principle, only a provisional status. Methodological conventions, therefore, should not only be defended from preference-based infringements on their coordinative function but ought to be subjected to empirical criticism. (shrink)

The laws of classical logic are taken to be logical truths, which in turn are taken to hold objectively. However, we might question our faith in these truths: why are they true? One general approach, proposed by Putnam [8] and more recently Dickson [3] or Maddy [5], is to adopt empiricism about logic. On this view, logical truths are true because they are true of the world alone – this gives logical truths an air of objectivity. Putnam and Dickson both (...) take logical truths to be true in virtue of the world’s structure, given by our best empirical theory, quantum mechanics. This assumes a determinate logical structure of the world given by quantum mechanics. Here, I argue that this assumption is false, and that the world’s logical structure, and hence the related ‘true’ logic, is underdetermined. This leads to what I call empirical conventionalism. (shrink)

The Zhuangzi 莊子 depicts persons as surviving their deaths through the natural transformations of the world into very different forms—such as roosters, cart-wheels, rat livers, and so on. It is common to interpret these passages metaphorically. In this essay, however, I suggest employing a “Conventionalist” view of persons that says whether a person survives some event is not merely determined by the world, but is partly determined by our own attitudes. On this reading, Zhuangzi’s many teachings urging us to embrace (...) transformation are not merely a psychological aid for dealing with death, but also serve as a tool for literally surviving it. (shrink)

Utilizing Einstein’s comparison of General Relativity and Descartes’ physics, this investigation explores the alleged conventionalism that pervades the ontology of substantival and relationist conceptions of spacetime. Although previously discussed, namely by Rynasiewicz and Hoefer, it will be argued that the close similarities between General Relativity and Cartesian physics have not been adequately treated in the literature—and that the disclosure of these similarities bolsters the case for a conventionalist interpretation of spacetime ontology.

I argue that Kripke’s construal of the distinction between speaker’s reference and semantic reference, in ‘Speaker’s reference and semantic reference’ (Kripke in Midwest Stud Philos 2:255–276, 1977), in conjunction with an intuitive view of the nature of conventions, implies a theory of semantic reference that is distinct from his causal theory. On this theory, semantic reference is conventionalized speaker’s reference. The argument concerning Kripke has two general implications. First, any theory that features a notion of speaker’s reference will have great (...) difficulty in avoiding the view that semantic reference is conventionalized speaker’s reference. Second, theories that deny that there is a viable notion of speaker’s reference, and thereby deny that semantic reference is conventionalized speaker’s reference, will face an uphill battle in meeting certain general constraints originating in the theory of conventions. (shrink)

Contextualist theorists have recently defended the views (a) that metaphor-processing can be treated on a par with other meaning changes, such as narrowing or transfer, and (b) that metaphorical contents enter into “what is said” by an utterance. We do not dispute claim (a) but consider that claim (b) is problematic. Contextualist theorists seem to leave in the hands of context the explanation about why it is that some meaning changes are directly processed, and thus plausibly form part of “what (...) is said”, while some others are not. While granting the role of context in this respect, we contend that there are elements that play an instrumental role in providing direct access to the metaphorical content, namely, the conventionality of the expressions and the salience of the concepts involved. We will start by criticizing Recanati’s and Relevance Theory’s accounts of metaphor. Then we examine the claims of Carston’s and Giora’s two-process accounts that set the stage for a revision of the main elements involved, namely, the properties of conventionality and salience. Finally we examine a number of representative examples, explaining why some cases involve a direct access to the metaphorical content and others require an intermediate non-figurative interpretation. (shrink)

This paper defends a reading of Wittgenstein’s philosophy of mathematics in the Lectures on the Foundation of Mathematics as a radical conventionalist one, whereby our agreement about the particular case is constitutive of our mathematical practice and ‘the logical necessity of any statement is a direct expression of a convention’ (Dummett 1959, p. 329). On this view, mathematical truths are conceptual truths and our practices determine directly for each mathematical proposition individually whether it is true or false. Mathematical truths are (...) thus not consequences of a prior adoption of a convention or rules as orthodox conventionalism has it. The goal of the paper is not merely exegetical, however, and argues that radical conventionalism can withstand some of the most difficult objections that have been brought forward against it, including those of Dummett himself, and thus that radical conventionalism has been prematurely excluded from consideration by philosophers of mathematics. (shrink)

Truth by convention, once thought to be the foundation of a uniquely promising approach to explaining our access to the truth in nonempirical domains, is nowadays widely considered an absurdity. Its fall from grace has been due largely to the influence of an argument that can be sketched as follows: our linguistic conventions have the power to make it the case that a sentence expresses a particular proposition, but they can’t by themselves generate truth; whether a given proposition is true—and (...) so whether the sentence that expresses it is true—is a matter of what the world is like, which means it isn’t a matter of convention alone. The consensus is that this argument is decisive against truth by convention. Strikingly, though, it has rarely been formulated with much precision. Here I provide a new rendering of the argument, one that reveals its structure and makes transparent just what assumptions it requires, and then I assess conventionalists’ prospects for resisting each of those assumptions. I conclude that the consensus is mistaken: contrary to what is almost universally thought, there remains a promising way forward for the conventionalist project. Along the way, I clarify conventionalists’ commitments by thinking about what truth by convention would need to be like in order for conventionalism to do the epistemological work it’s intended to do. (shrink)

This work analyzes how the internal point of view, which represents the perspective of the participant in the legal domain, can be understood within a Hartian framework. It critically examines how legal conventionalism has dealt with this issue. In particular, it criticizes the way in which contemporary conventionalists represent the perspective of participants in legal practice on the basis of cognitive mental states. It also criticizes the way in which they understand how the rule of recognition constitutes the practice. (...) To address these problems, a model based on the philosophy of recognition is presented, showing how its historicity and the way it understands conflict may help to represent the participants' perspective from a practical point of view. (shrink)

Conventionalism’ about personal-identity is an umbrella term for a cluster of views. All these views accept the core idea that conventions, or what are often known as person-directed practices, are crucially involved in the identity of persons over time, and that had those conventions or practices been different, the individuation and persistence conditions of persons would have been different.The purpose of this paper is not to argue for conventionalism broadly understood, nor for any particular version of conventionalism. (...) That is a task I, and others have undertaken elsewhere. Rather, since there is frequent confusion about conventionalism, I will first be concerned to clarify what it is that conventionalists really say about the identity of persons over time. Since there are a number of different views that broadly fall under the banner of conventionalism, it will be part of the task of this paper to disentangle these views and determine what they have in common and where they disagree. (shrink)

Conventionalists hold that the sorts of events that one survives—such as teletransportation, or a brain transplant—is at least partly determined by our attitudes. But if Conventionalism is true, whose attitudes directly determine whether one survives? Do the individual's attitudes do all the work as Private Conventionalists hold, or do the community's attitudes also factor in as Public Conventionalists hold? There has recently been a greater push towards Private Conventionalism, while explicit arguments for Public Conventionalism are difficult to (...) come by. In this paper, I attempt to rectify the situation by presenting my case for Public Conventionalism. (shrink)

I examine the views of Thomas Reid with respect to a certain version of the problem of induction: Why are inductions using natural kinds successful, and what justifies them? I argue that while both Reid holds a kind of conventionalist view about natural kinds, this conventionalism has a realistic component which allows him to answer both questions.

[Use code AUFLY30 for 30% off on the OUP website. The book is also 74% off on Amazon.] One central aim of science is to provide explanations of natural phenomena. What role(s) does mathematics play in achieving this aim? How does mathematics contribute to the explanatory power of science? Rules to Infinity defends the thesis, common though perhaps inchoate among many members of the Vienna Circle, that mathematics contributes to the explanatory power of science by expressing conceptual rules, rules which (...) allow the transformation of empirical descriptions. Mathematics should not be thought of as describing, in any substantive sense, an abstract realm of eternal mathematical objects, as traditional platonists have thought. In Rules to Infinity, this view, which I call mathematical normativism, is updated with contemporary philosophical tools, and it is argued that normativism is compatible with mainstream semantic theory. This allows the normativist to accept that there are mathematical truths, while resisting the platonistic idea that there exist abstract mathematical objects that explain such truths. Furthermore, Rules to Infinity defends a particular account of the distinction between scientific explanations that are in some sense distinctively mathematical – those that explain natural phenomena in some uniquely mathematical way – and those that are only standardly mathematical, and it lays out desiderata for any account of this distinction. Normativism is compared with other prominent views in the philosophy of mathematics such as neo-Fregeanism, fictionalism, conventionalism, and structuralism. Rules to Infinity serves as an entry point into debates at the forefront of philosophy of science and mathematics, and it defends novel positions in these debates. (shrink)

Austrian economics emphasizes a priori components of social scientific theory. Most emphatically, Ludwig Mises and Murray Rothbard champion praxeology, a methodology often criticized as extremely aprioristic. Among the numerous justifications and interpretations of praxeology to be found in the primary and secondary literature, conventionalism avoids the charge of extreme apriorism by construing the fundamental axiom of praxeology as analytic instead of synthetic. This paper (1) explicates the tentative structure of the fundamental axiom, (2) clarifies some aspects of a conventionalist (...) defense of praxeology, and (3) appraises conventionalist praxeology according to Rothbardian criteria. While Rothbard provides an essentialist justification of praxeology and embraces extreme apriorism, a mildly aprioristic conventionalist defense of praxeology fares better on Rothbard’s own criteria and is much more compatible with other contemporary methodological positions and economic theories. (shrink)

Inthisarticle,IreconstructKazimierzAjdukiewicz’sviewthathecalledradical conventiona‐ l i s m (as opposed to moderate conventionalism developed by Henri Poincaré and Pierre Duhem). then, I recall little‐known criticism of this approach developed by Stefan Amsterdamski. Finally, I demonstrate, contrary to the conception of the originator’s declarations, that a radical conventio‐ nalism is not a ‘paper ction’. On the other hand, the standpoint of radical conventionalism is useful due to the precision of expressions provided to it by Ajdukiewicz; it shows the di culties that (...) have to be tackled by each philosophical approach assuming a social constructivism or related notion. (shrink)

This article discusses the relationship (or lack thereof) between authors’ intentions and the meaning of literary works. It considers the advantages and disadvantages of Extreme and Modest Actual Intentionalism, Conventionalism, and two versions of Hypothetical Intentionalism, and discusses the role that one’s theoretical commitments about the robustness of linguistic conventions and the publicity of literary works should play in determining which view one accepts.

Why do promises give rise to reasons? I consider a quadruple of possibilities which I think will not work, then sketch the explanation of the normativity of promising I find more plausible—that it is constitutive of the practice of promising that promise-breaking implies liability for blame and that we take liability for blame to be a bad thing. This effects a reduction of the normativity of promising to conventionalism about liability together with instrumental normativity and desire-based reasons. This is (...) important for a number of reasons, but the most important reason is that this style of account can be extended to account for nearly all normativity—one notable exception being instrumental normativity itself. Success in the case of promises suggests a general reduction of normativity to conventions and instrumental normativity. But success in the cases of promises is already quite interesting and does not depend essentially the general claim about normativity. (shrink)

Locke's claims about the "inadequacy" of substance-ideas can only be understood once it is recognized that the "sort" represented by such an idea is not wholly determined by the idea's descriptive content. The key to his compromise between classificatory conventionalism and essentialism is his injunction to "perfect" the abstract ideas that serve as "nominal essences." This injunction promotes the pursuit of collections of perceptible qualities that approach ever closer to singling out things that possess some shared explanatory-level constitution. It (...) is in view of this norm regulating natural-historical inquiry that a substance-idea represents a sort for which some such constitution serves as the "real essence," i.e. as that on which all the sort's characteristic "properties" depend. (shrink)

In this paper, I will argue that, in addition to establishing an intellectual tradition, the founder of the philosophy of language also laid the foundations of an ontology. Accordingly, I will attempt to apply Carnap's criterion of ontological commitment ‒ along with the conventionalism that follows from it ‒ to Frege's views. This will require outlining the development of the relevant tradition, from its beginnings in the works of Frege and Russell to the insights of Wittgenstein, which I consider (...) decisive in relation to the criterion of ontological commitment that I intend to apply to Frege's theses. In other words, I aim to show not only that Wittgenstein was the central figure in introducing meta-ontological reflection into the philosophy of language, but also that he is ‒ retrospectively ‒ directly responsible for the internal structure, namely the methodological dualism, of Carnap's linguistic conventionalism, which I apply to Frege's position. (shrink)

Eternalism is the view that the past, the present and the future exist simpliciter. A typical argument in favor of this view leans on the relativity of simultaneity. The ‘equally real with’ relation is assumed to be transitive between spacelike separated events connected by hyperplanes of simultaneity. This reasoning is in tension with the conventionality of simultaneity. Conventionality indicates that, even within a specific frame, simultaneity is based on the choice of the synchronization parameter. Hence the argument for eternalism is (...) compromised. This paper lays out alternative eternalist strategies which do not hinge on hyperplanes. While we lack a rigorous proof for eternalism, there are still cogent reasons to prefer eternalism over presentism. (shrink)

This essay explores Kaila's interpretation of the special theory of relativity. Although the relevance of his work to logical empiricism is well-known, not much has been written on what Kaila calls the ‘Einstein-Minkowski invariance theory’. Kaila's interpretation focuses on two salient features. First, he emphasizes the importance of the invariance of the spacetime interval. The general point about spacetime invariance has been known at least since Minkowski, yet Kaila applies his overall tripartite theory of invariances to space, time and spacetime (...) in an original way. Second, Kaila provides a non-conventionalist argument for the isotropic speed of electromagnetic signals. The standard Einstein synchrony is not a mere convention but a part of a larger empirical theory. According to Kaila's holistic principle of testability, which stands in contrast to the theses of translatability and verification, different items in the theory cannot be sharply divided into conventional and empirical. Kaila's invariantism/non-conventionalism about relativity reflects an interesting case in the gradual transition from positivism to realism within the philosophy of science. (shrink)

In this paper, we present a dialectical argument for a priori skepticism (i.e. the thesis that we can be skeptical about a priori knowledge). Then, we propose a framework that combines elements from inferential contextualism and logical conventionalism to offer a weak transcendental argument against a priori skepticism.