Two of Hilary Putnam's model-theoretic arguments against metaphysical realism are examined in detail. One of them is developed as an extension of a model-theoretic argument against mathematical realism based on considerations concerning the so-called Skolem-Paradox in set theory. This argument against mathematical realism is also treated explicitly. The article concentrates on the fine structure of the arguments because most commentators have concentrated on the major premisses of Putnam's argument and especially on his treatment of (...) metaphysical realism. It is shown that the validity of Putnam's arguments is doubtful and that realists are by no means forced to accept the theses Putnam ascribes to them. It is concluded that Putnam fails to give convincing arguments for rejecting mathematical or metaphysical realism. Furthermore, Putnam's internal realism is discussed critically. (shrink)

Hilary Putnam's argument against metaphysical realism (commonly referred to as the "model theoretic argument") has now enjoyed two decades of discussion.(1) The text is rich and contains variously construable arguments against variously construed philosophical positions. David Lewis isolated one argument and called it "Putnam's Paradox".(2) That argument is clear and concise; so is the paradoxical conclusion it purports to demonstrate; and so is Lewis' paradox-avoiding solution. His solution involves a position I call "anti-nominalism": not (...) only are classes real, but they are divided into arbitrary and 'natural' classes. The natural classes 'carve nature at the joints', being (as other philosophers might say) the extensions of 'real' properties, universals, or Forms.(3) Thus the argument was turned, in effect, into support for a metaphysical realism stronger than Putnam envisaged. (shrink)

In this paper, I consider Hilary Putnam’s argument for the prima facie acceptance of robotic consciousness as deserving the status of mind. I argue that such an extension of consciousness renders the category fundamentally unintelligible, and we should instead understand robots as integral products of an extended human consciousness. To this end, I propose a test from conceptual object permanence, which can be applied not just to robots, but to the innumerable artifacts of consciousness that texture our existences.

The first section of the paper gives a very condensed history of the evolution of the author’s views on realism and anti-realism. It emphasizes that his previously accepted form of anti-realism was abandoned not because of the alleged fallacies in the model-theoretic argument against metaphysical realism, but due to his rejection of some of the assumptions on which it rests - assumptions which have been almost universal in philosophy after Descartes. The second section discusses and defends the part of (...) the model-theoretic argument that many critics have almost universally found fallacious, namely the „just more theory” move. In the appendix to the paper the author elaborates what does his return to common sense realism mean. He points out that his position involves a negative element, the rejection of the idea that truth cannot outrun verifiability, and two positive elements: returning (as close as possible) to „naive realism” with respect to perception, and a disquotational account of truth similar to one endorsed by Wittgenstein. (shrink)

UNCLEAR as it is, the traditional doctrine that the notion "meaning" possesses the extension/intension ambiguity has certain typical consequences. The doctrine that the meaning of a term is a concept carried the implication that mean- ings are mental entities. Frege, however, rebelled against this "psy- chologism." Feeling that meanings are public property-that the same meaning can be "grasped" by more than one person and by persons at different times-he identified concepts (and hence "intensions" or meanings) with abstract entities rather (...) than mental entities. However, "grasping" these abstract entities was still an individual psychological act. None of these philosophers doubted that understanding a word (knowing its intension) was just a matter of being in a certain psychological state (somewhat in the way in which knowing how to factor numbers in one's head is just a mat- ter of being in a certain very complex psychological state). (shrink)

In the last few decades, the relevance of quantum mechanics to the free-will debate has been discussed at length, especially in relation to the prospects of libertarianism. Basing his interpretation on Anscombe’s seminal work, Putnam argued in 1979 that, given that quantum mechanical indeterminacy is holistic at the macrolevel—i.e., it is not traceable to atomistic events such as quantum jumps of single atoms—it can provide libertarians with the kind of freedom they seek. As shown in this article, however, Putnam ultimately (...) reached the conclusion—together with the other author of this article—that his argument was wrong due to problems with the way it appealed to the Uncertainty Principle.**. (shrink)

본 논문에서 필자는 퍼트남의 “통 속의 뇌” 논증을 비판한다. 퍼트남은 “통 속의 뇌” 논증에 서로 다른 세 개의 차원을 설정하고 있다. 가능세계, 현실세계, 그리고 믿음체계, 이 셋이 그것이다. 퍼트남은 “통 속의 뇌” 논증에서 이러한 세 개의 차원을 설정한 다음, 우리가 가능세계에 인지적으로 접근할 수 없다는, 즉 우리가 가능세계를 눈으로 보거나, 귀로 듣거나 할 수 없다는 점에 근거해, 우리의 발화 “나는 통 속의 뇌이다”라는 발화가 스스로를 논파하는 발화라고 주장하며, 따라서 이 발화는 필연적으로 거짓이라고 주장한다. 그러나 필자가 보기에 이 발화의 진리값은 가능세계와 (...) 관련해 이야기할 경우에 참이며, 현실세계와 관련해 이야기할 경우에는 거짓이 된다. 퍼트남은 “통 속의 뇌” 논증을 펼치면서, 처음에는 가능세계를 설정했다가, 나중에는 이를 제거하는 방식으로 논증을 세워나간다. “나는 통 속의 뇌이다”라는 발화는 가능세계와 관련해 이야기할 경우에 참이므로, 가능세계를 제거하면, 당연히 거짓이 되는 것이다. 이는 오류이다. (shrink)

The first section of the paper gives a very condensed history of the evolution of the author's views on realism and anti-realism. It emphasizes that his previously accepted form of anti-realism was abandoned not because of the alleged fallacies in the model-theoretic argument against metaphysical realism, but due to his rejection of some of the assumptions on which it rests - assumptions which have been almost universal in philosophy after Descartes. The second section discusses and defends the part of (...) the model-theoretic argument that many critics have almost universally found fallacious, namely the "just more theory" move. In the appendix to the paper the author elaborates what does his return to common sense realism mean. He points out that his position involves a negative element, the rejection of the idea that truth cannot outrun verifiability, and two positive elements: returning (as close as possible) to "naive realism" with respect to perception, and a disquotational account of truth similar to one endorsed by Wittgenstein. (shrink)

The paper presents two objections against Putnam’s Twin Earth argument, which was intended to secure semantic externalism. I first claim that Putnam’s reasoning rests on two assumptions and then try to show why these assumptions are contentious. The first objection is that, given what we know about science, it is unlikely that there are any natural-kind terms whose extension is codetermined by a small set of microstructures required by Putnam’s indexical account of extension determination. The second objection (...) is that there may not be a plausible concept of a speech community whose adoption would classify Oscar and Twin Oscar as members of different speech communities and, at the same time, render Oscar and Twin Oscar as being in the same psychological state. I contend that Putnam’s argument fails because both objections are justified. (shrink)

For the last three decades, the discussion on Hilary Putnam’s provocative suggestions around the issue of realism has raged widely. Putnam’s various formulations of, and arguments for, what he called internal realism in contrast to what he called metaphysical realism have been scrutinised from a variety of perspectives. One angle of attack has been missing, though: the view from the social sciences and the ontology of society. This perspective, I believe, will provide further confirmation to the observation that Putnam’s two (...) concepts of realism are all too aggregative in that they conflate elements that had better be kept distinct, at least for many important purposes (e.g. Niiniluoto 1996). The present essay can be read as an argument for a topic-specific examination of realism. This means that it challenges the overall validity of Richard Boyd’s arguments against what he calls “realism about”, that is, against “a certain fragmented conception of scientific realism, one according to which realism is deeply topic specific” (Boyd 1990, p. 175). Boyd takes the ‘x’ in realism about x” to designate two kinds of things: entities postulated in scientific theories (“realism about the ether” and “realism about higher taxa”) and scientific disciplines (“realism about physics” and “realism about biology”) (ibid., pp. 175, 190). He also suggests that “it seems possible cogently to accept realism about the natural sciences while denying it about at least some of the social sciences” (ibid., p. 191). In Boyd’s view, the possibility of realism about social sciences is undermined by their weak instrumental success; it is the instrumental reliability of method that he takes as the basis for a realist account of science. I do not underwrite this connection between realism and instrumental success, thus I am not compelled to reject realism about social sciences on these grounds; and, as we shall see, social sciences have other peculiarities as well (see Mäki 1996). I think we should, at least to some degree, disaggregate and relativize the issue of realism. I do have sympathy with Boyd’s strategic arguments against “realisms about”, but yet I believe realists will be better off by adopting a more concrete and localized approach to the issue (Mäki 2005). Social objects and social sciences deserve a separate treatment. There are two strategies that can be followed in examining a realism about x (type of entity, theory, discipline). One is to first fix the meaning of realism’ and then specify the extension of ‘x’. This is Boyd’s strategy. The other is to fix some part of the extension of ‘x’ and then adjust the meaning of ‘realism’ so as to accommodate whatever peculiarities the x in question may have (and finally to check whether the adjusted meaning of ‘realism’ meets the criteria of a minimal notion of realism; it would be here that we encounter a relatively fixed idea of some minimal realism, or a set of realist intuitions). The latter is my approach here. I begin with the interconnected ideas of “realism about social objects” andrealism about social sciences”. I am not only interested in what comes after ‘about’; I am also interested in what goes before it, namely ‘realism’ itself. Here is one premise of the discussion: the issue of proper forms of realism for dealing with specific problems is an issue to be settled at least partly a posteriori. Here is the problem for which a solution will be sought: what constraints, if any, does what we know about the social sciences and society (as depicted by the social sciences and our commonsense views) impose upon the forms of realism that can justifiably be adopted about them? This paper suggests to offer only some partial insight into this issue. It seeks to do so indirectly by discussing Putnam’s characterizations of internal and metaphysical realism. The focus will be on two aspects of Putnam’s realisms: [1] the role and kinds of independence and dependence (in relation to the human mind and related things); and [2] the possibility of error. It is shown that the nature of social objects has implications concerning the appropriate constraints on [1] and [2], and thereby on the kinds of realism that are available to social scientists. (shrink)

Taking up the case of Jane Gallop, this paper explores whether an eroticized pedagogical style can be truly effective for teaching feminist philosophy and to what extent there exists the possibility of consensual romantic relationships between teachers and students. In a book published five years after accusations of discriminatory sexual harassment, Gallop argues that an eroticized pedagogy more effectively delivers a feminist message than non-eroticized pedagogies because it provides a context in which sexual norms can be foregrounded, challenged, and even (...) broken. By extension, Gallop argues that if any relationship between a student and a teacher can be consensual, it is one that takes place between a student and teacher who both identify as feminists since their studies so often focus on sexual norms. The author challenges this view, arguing that the vulnerability which attends being subject to evaluation structures the initial terms of engagement such that students can’t possibly enter into a romantic relationship on equal terms with their professor. In light of this imbalance of power, the author argues that eroticized pedagogies may also threaten students, giving the impression that their evaluations depend on their responses to the erotic element of their professor’s pedagogical style. (shrink)

Hilary putnam has tried to refute the realist doctrine that the operational verification of a theory never logically precludes its objective falsity by means of an argument involving model-theoretic considerations. in this paper it is first shown that this argument does not work if the theory in question is open to revision. next it is argued that a realist need not and should not admit the notion of the sort of unrevisable, ideal theory required for the purposes of (...) putnam's argument. (shrink)

In "Unnatural Science"(1) Catherine Elgin examines the dilemma which David Lewis sees posed by Putnam's model-theoretic argument against realism. One horn of the dilemma commits us to seeing truth as something all too easily come by, a virtue to be attributed to any theory meeting relatively minimal conditions of adequacy. The other horn commits us to "anti-nominalism", some version of the ancient doctrine that language must "carve nature at the joints": that there are natural kinds or classes which (...) alone qualify as referents (extensions) for our predicates. Elgin offers a searching critique of Lewis' response (accepting the second horn) and an illuminating defence of its contrary: "we cannot construe (mere) truth as the end of scientific inquiry. Not ... because truth is too hard to come by, but because it is too easy" (p. 301). (shrink)

Are we perhaps in the "matrix", or anyway, victims of perfect and permanent computer simulation? No. The most convincing—and shortest—version of Putnam's argument against the possibility of our eternal envattment is due to Crispin Wright (1994). It avoids most of the misunderstandings that have been elicited by Putnam's original presentation of the argument in "Reason, Truth and History" (1981). But it is still open to the charge of question-begging. True enough, the premisses of the argument (...) (disquotation and externalism) can be formulated and defended without presupposing external objects whose existence appears doubtful in the light of the very skeptical scenario which Putnam wants to repudiate. However, the argument is only valid if we add an extra premiss as to the existence of some external objects. In order to avoid circularity, we should run the argument with external objects which must exist even if we are brains in a vat, e.g. with computers rather than with trees. As long as the skeptic is engaged in a discussion of the brain-in-a-vat scenario, she should neither deny the existence of computers nor the existence of causal relations; for if she does, she is in fact denying that we are brains in a vat. (shrink)

Putnam famously attempted to use model theory to draw metaphysical conclusions. His Skolemisation argument sought to show metaphysical realists that their favourite theories have countable models. His permutation argument sought to show that they have permuted models. His constructivisation argument sought to show that any empirical evidence is compatible with the Axiom of Constructibility. Here, I examine the metamathematics of all three model-theoretic arguments, and I argue against Bays (2001, 2007) that Putnam is largely immune to metamathematical (...) challenges. (shrink)

The ‘causal-constitution’ fallacy, the ‘cognitive bloat’ worry, and the persisting theoretical confusion about the fundamental difference between the hypotheses of embedded (HEMC) and extended (HEC) cognition are three interrelated worries, whose common point—and the problem they accentuate—is the lack of a principled criterion of constitution. Attempting to address the ‘causal-constitution’ fallacy, mathematically oriented philosophers of mind have previously suggested that the presence of non-linear relations between the inner and the outer contributions is sufficient for cognitive extension. The abstract idea (...) of non-linearity, however, can be easily misunderstood and has, in the past, led to incorrect and counterintuitive conclusions about what may count as part of one’s overall cognitive system. In order to prevent any further mistakes I revisit dynamical systems theory to study the nature of the continuous mutual interactions that give rise to the aforementioned non-linear relations. Moreover, focusing on these interactions will allow us to provide two distinct arguments in support of the ontological postulation of extended cognitive systems, as well as an objective criterion of constitution. Accordingly, I put forward a version of HEC that treats continuous mutual interactions (and the resultant non-linear relations) not just as sufficient but also as necessary for cognitive extension. Such a qualified version of HEC may exclude certain alleged cases of cognitive extension where the agent does not mutually interact with his artifacts (e.g., shopping lists and directory services), but it is immune both to the ‘causal-constitution’ fallacy and the ‘cognitive bloat’ worry, and it can be sharply distinguished from HEMC. (shrink)

In Reason, Truth and History, Putnam provides an influential argument for the materialist view that the supposition that we are all “actually” brains in a vat [BIV’s] is “necessarily false”. Putnam admits that his argument, inspired by insights in Wittgenstein’s later views, is “unusual”, but he is certain that it is a correct. He argues that the claim that we are BIV’s is self-refuting because, if we actually are BIV’s, then we cannot refer to real physical things like (...) vats. Although the present author agrees, fundamentally, with Heidegger’s view that we are essentially “in a world”, and, therefore, with Putnam’s conclusion that we cannot possibly be BIV’s, the paper argues that Putnam’s argument is fallacious. The proper conclusion to draw from Putnam’s argument is that asserting that one is a BIV is beyond the limits of a BIV’s language. That is, Putnam only shows that if we actually are BIV’s, then we cannot think or assert either that we are or that we are not BIV’s. It does not show that we are not “actually” BIV’s. The cogency of this criticism is illustrated with a concrete “science-fiction” example. (shrink)

Bas van Fraassen has recently argued for a "dissolution" of Hilary Putnam's well-known model-theoretic argument. In this paper I argue that, as it stands, van Fraassen's reply to Putnam is unsuccessful. Nonetheless, it suggests the form a successful response might take.

Putnam's ``model-theoretic'' argument against metaphysical realism presupposes that an ideal scientific theory is expressible in a first order language. The central aim of this paper is to show that Putnam's ``first orderization'' of science, although unchallenged by numerous critics, makes his argument unsound even for adequate theories, never mind an ideal one. To this end, I will argue that quantitative theories, which dominate the natural sciences, can be adequately interpreted and evaluated only with the help of (...) so-called theories of measurement whose epistemological and methodological purpose is to justify systematic assignments of quantitative values to objects in the world. And, in order to fulfill this purpose, theories of measurement must have an essentially higher order logical structure. As a result, Putnam's argument fails because much of science turns out to rest on essentially higher order theoretical assumptions about the world. (shrink)

David Lewis presented Convention as an alternative to the conventionalism characteristic of early-twentieth-century analytic philosophy. Rudolf Carnap is well known for suggesting the arbitrariness of any particular linguistic convention for engaging in scientific inquiry. Analytic truths are self-consistent, and are not checked against empirical facts to ascertain their veracity. In keeping with the logical positivists before him, Lewis concludes that linguistic communication is conventional. However, despite his firm allegiance to conventions underlying not just languages but also social customs, he pioneered (...) the view that convening need not require any active agreement to participate. Lewis proposed that conventions arise from “an exchange of manifestations of a propensity to conform to a regularity” (87–8). In reasserting the conventional quality of languages and other practices resting on mutual expectations, Lewis comfortably works within the analytic tradition. Yet he also deviates from his predecessors because his conventionalist approach is comprehensively grounded in instrumentalism. Lewis adopts an extension of David Hume's desire-belief psychology articulated in rational choice theory. He develops his philosophy of convention relying on the highly formal mid-twentieth-century expected utility and game theories. This attempt to account for language and social customs wholly in terms of instrumental rationality has the implication of reducing normativity to preference satisfaction. Lewis’ approach continues in the trend of undermining normative political philosophy because institutions and practices arise spontaneously, without the deliberate involvement of agents. Perhaps Lewis’ Convention is best seen as a resurgent form of analytic philosophy, characterized by “a style of argument, hostility to [ambitious] metaphysics, focus on language, and the dominance of logic and formalization” that solves the dilemma of “combining the analytic inheritance…with normative concerns” by reducing normativity to individuals’ preference fulfillment consistent with the axioms of rational choice. (shrink)

Putnam’s argument aims to prove that future is as real as present. His argument is based on the equation present = real. Is real what exists now. Is real what is part of observer-independent reality. What exists now depends on an observer—it is not real. It is then shown that Special Relativity is not only a physical theory, it has also a philosophical dimension in that it questions our very understanding of reality and requires a clear distinction between (...) reality and its representation. (shrink)

In his book Shadows of the Mind: A search for the missing science of con- sciousness [SM below], Roger Penrose has turned in another bravura perfor- mance, the kind we have come to expect ever since The Emperor’s New Mind [ENM ] appeared. In the service of advancing his deep convictions and daring conjectures about the nature of human thought and consciousness, Penrose has once more drawn a wide swath through such topics as logic, computa- tion, artificial intelligence, quantum physics (...) and the neuro-physiology of the brain, and has produced along the way many gems of exposition of difficult mathematical and scientific ideas, without condescension, yet which should be broadly appealing. 1 While the aims and a number of the topics in SM are the same as in ENM, the focus now is much more on the two axes that Pen- rose grinds in earnest. Namely, in the first part of SM he argues anew and at great length against computational models of the mind and more specifi- cally against any account of mathematical thought in computational terms. Then in the second part, he argues that there must be a scientific account of consciousness but that will require a (still to be found) non-computational extension or modification of present-day quantum physics. (shrink)

Many philosophers have shown great interest in the recent anti-realist turn in Hilary Putnam's thought, whereby he rejects "meta-physical realism" in favor of "internal realism". However, many have also found it difficult to gain an exact understanding, and hence a correct assessment of Putnam's ideas. This work strives for some progress on both of these accounts. ;Part one explicates what Putnam understands by "metaphysical realism" and considers to what extent Putnam himself formerly adhered to it. It reconstructs (...) class='Hi'>Putnam's arguments for the indeterminacy of reference and for the rejection of reference and of truth as correspondence, and it shows how such arguments hinge both on considerations in the theory of reference and in metaphysics. It suggests that commentators have often missed the actual structure of Putnam's argumentation, e.g. by simply identifying it with the so called "model-theoretic" argument. Finally, Part One examines Putnam's "internal realism", stressing its ties to such authors as Kant, Goodman and Dummett, and explaining in what senses it is really a strong kind of anti-realism. Basically, Putnam does not deny that a mind-independent world exists, but he denies that we may refer to it, and claims that the world we know is thoroughly mind-dependent. ;Part two criticizes Putnam's arguments for indeterminacy along with some similar indeterminacy arguments such as Goodman's argument on confirmation, and the Kripke-Wittgenstein argument on rules. This is done by vindicating the notion of objective similarity, and by relying on it to fix reference. Putnam's claim that we have no theory showing how reference could possibly be determinate is countered by sketching a possible account of reference--distinctly owing to functionalism--which might answer such question. Putnam's notorious "brains in the vat" argument is also discussed and criticized. ;Putnam's metaphysical picture, by which the mind-independent world is not sorted out into objects or properties, is granted. But it is argued that nonetheless we may refer to the mind-independent world, and have beliefs which are true of it. (shrink)

Putnam construed the aim of Carnap’s program of inductive logic as the specification of a “universal learning machine,” and presented a diagonal proof against the very possibility of such a thing. Yet the ideas of Solomonoff and Levin lead to a mathematical foundation of precisely those aspects of Carnap’s program that Putnam took issue with, and in particular, resurrect the notion of a universal mechanical rule for induction. In this paper, I take up the question whether the Solomonoff–Levin proposal is (...) successful in this respect. I expose the general strategy to evade Putnam’s argument, leading to a broader discussion of the outer limits of mechanized induction. I argue that this strategy ultimately still succumbs to diagonalization, reinforcing Putnam’s impossibility claim. (shrink)

While there is a shortage of healthcare workers in virtually all countries, there currently exists a pronounced inequality in the distribution of healthcare workers, with a high concentration of healthcare workers in high income countries (HIC) and low concentrations in low‐ and middle‐ income countries (LMIC). This inequality in the distribution of healthcare workers persists, in spite of the fact that HICs enjoy a much lower disease burden than LMICs This inequality raises medical ethical issues related to what obligations health (...) workers from HICs have to correct these imbalances by working in LMICs. While the biomedical principle of Justice, first formulated by Beauchamp and Childress, advocates for healthcare workers to conduct themselves in a manner that is fair and equitable in light of what is due or owed, it does not elaborate on what sort of obligation this places on healthcare workers from HICs to work in LMICs in a bid fairly distribute the availability of healthcare workers. As such, this paper gives a normative argument for why healthcare workers from HICs have a moral obligation to work in LMICs, a concept we call Medical Cosmopolitanism. Following our positive argument, we debunk prominent objections to the concept of Medical Cosmopolitanism and consider ethical, educational and governmental implications of our findings. (shrink)

Charles Chihara's new book develops and defends a structural view of the nature of mathematics, and uses it to explain a number of striking features of mathematics that have puzzled philosophers for centuries. The view is used to show that, in order to understand how mathematical systems are applied in science and everyday life, it is not necessary to assume that its theorems either presuppose mathematical objects or are even true. Chihara builds upon his previous work, in which he presented (...) a new system of mathematics, the constructibility theory, which did not make reference to, or presuppose, mathematical objects. Now he develops the project further by analysing mathematical systems currently used by scientists to show how such systems are compatible with this nominalistic outlook. He advances several new ways of undermining the heavily discussed indispensability argument for the existence of mathematical objects made famous by Willard Quine and Hilary Putnam. And Chihara presents a rationale for the nominalistic outlook that is quite different from those generally put forward, which he maintains have led to serious misunderstandings.A Structural Account of Mathematics will be required reading for anyone working in this field. (shrink)

According to Aristotle, Metaphysics 2.3, 995a7–8, there are people who will take seriously the arguments of a speaker only if a poet can be cited as a ‘witness’ in support of them. Aristotle's passing observation sharply reminds us that Greek philosophy had developed within, and was surrounded by, a culture which extensively valued the authority of the poetic word and the poet's ‘voice’ from which it emanated. The currency of ideas, values, and images disseminated through familiarity with poetry had always (...) been a force with which philosophy, in its various manifestations, needed to reckon. As a mode of thought and discourse which proclaimed its aspiration to wisdom, philosophy could not easily eschew some degree of dialogue with an art whose practitioners had traditionally been ranked prominently among the sophoi. Even Aristotle, who keeps aloof from the assumption that philosophical contentions stand in need of poetic support, cites and quotes poetry regularly in his own writings in ways which indicate the influence on him of a prevailing mentality that regarded poets and philosophers as pursuers, up to a point at least, of a common wisdom. (shrink)

In this essay I defend the following prima facie argument: civic virtue is not dependent on integration and in fact may be best fostered under conditions of segregation. I demonstrate that civic virtue can and does take place under conditions of involuntary segregation, but that voluntary separation—as a response to segregation—is a more effective way to facilitate it. While segregation and disadvantage commonly coexist, spatial concentrations, particularly when there is a strong voluntary aspect present, often aid in fostering civic (...) virtue. Accordingly, so long as separation provides the conditions necessary for the promotion of civic virtue, integration is not an irreducible good. (shrink)

According to Aristotle, Metaphysics 2.3, 995a7–8, there are people who will take seriously the arguments of a speaker only if a poet can be cited as a ‘witness’ in support of them. Aristotle's passing observation sharply reminds us that Greek philosophy had developed within, and was surrounded by, a culture which extensively valued the authority of the poetic word and the poet's ‘voice’ from which it emanated. The currency of ideas, values, and images disseminated through familiarity with poetry had always (...) been a force with which philosophy, in its various manifestations, needed to reckon. As a mode of thought and discourse which proclaimed its aspiration to wisdom, philosophy could not easily eschew some degree of dialogue with an art whose practitioners had traditionally been ranked prominently among the sophoi. Even Aristotle, who keeps aloof from the assumption that philosophical contentions stand in need of poetic support, cites and quotes poetry regularly in his own writings in ways which indicate the influence on him of a prevailing mentality that regarded poets and philosophers as pursuers, up to a point at least, of a common wisdom. (shrink)

We offer a new outlook on the vexed question of the reference of natural-kind terms. Since Kripke and Putnam, there is a widespread assumption that natural-kind terms function just like proper names: they designate their referents directly and they are rigid designators: their reference is unchanged even in worlds in which the referent lacks some or all the properties associated with it in the actual world, and which are useful to us in identifying that referent. There have, however, been heated (...) debates about what should be taken as a natural-kind term. Some challenge the very existence of a separate category of natural-kind terms ; some their being directly referential ; some raise the possibility that direct reference extends to terms beyond those usually assumed to fall under the category, e.g. to ‘polemical’ terms. When these debates turn on the question of what natural kinds are, they take on a strong epistemological or metaphysical dimension. We think the issues can be clarified within the limits of the philosophy of language: by looking into what ranges of general terms are perceived by speakers as rigid designators of natural kinds. The first step to take is to ground the various kinds of semantic externalism in distinct brands of semantic deference. This we define as speakers’ being disposed to use words in line with the norms of their linguistic community and as consenting to being corrected when it is manifest that their use and understanding of a word does not match common practice. When those dispositions are present, speakers defer semantically to something beyond themselves. Here, our focus is on spotting the words for which speakers would defer not to the current usage of the word in the linguistic community, nor to the current experts of the field to which the word pertains, but ultimately to the very nature of the referent of the term. When speakers’ deference conforms to that pattern, we argue, that is evidence that indexical externalism provides the right metasemantic account of how the meaning of the word is determined. In other words, one can say that the word is treated like a natural-kind term. But how can patterns of deference be measured? In an ongoing survey, participants are confronted with conditions that may prompt them to revise certain classificatory statements, e.g. An emu is a bird. Each condition makes salient one of the targets we have identified for deference: the community usage, the experts, the ‘world as it is’. In the condition that seeks to tap into the latter kind of deference, participants are presented with a scenario in which future scientific discoveries result in excluding from the extension of a term certain members currently thought to fall under that extension, e.g. discoveries that require excluding certain species now thought to be birds from the Aves class. The scenario is such that it is clear that the ‘discoveries’ bring us closer to the actual essence, if there is one, of birds. Our reasoning is that, if participants significantly modify their statements in the light of that scenario, they can be taken to ‘defer’ to the nature of the referent, thus vindicating indexical externalism. We test if words not normally assumed to be natural-kind terms – for instance summer, contract or rape – exhibit patterns of deference similar to those for bird. If so, then there’s a case for an extension of indexical externalism beyond the usual set of terms. What would be shown in this way is that speakers have something like realist intuitions with respect to words whose meaning is usually taken to be purely conventional or polemical. We are at the pre-test stage for the survey. We cannot yet report on our results. We should, however, have initial results by March, which, we believe, will enrich the observations made by previous empirical studies. References: Braisby, N., Franks, B. & Hampton, J. 1996. Essentialism, word use, and concepts. Cognition 59, 247-74./Genone, J. & Lombrozo, T. 2012. Concept possession, experimental semantics, and hybrid theories of reference. Philosophical Psychology 25, 717-742./Häggqvist, S. & Wikforss, Å. 2015. Experimental semantics: the case of natural kind terms, in J. Haukioja, Experimental Philosophy of Language, London, Bloomsbury./Jylkkä, J., Railo, H. & Haukioja, J. 2009. Psychological essentialism and semantic externalism: Evidence for externalism in lay speakers’ language use. Philosophical Psychology 22, 37-60./Mallon, R., Machery, E., Nichols, S. & Stich, S. 2009. Against arguments from reference, Philosophy and Phenomenological Research 79, 332-356./ Marconi, D. 1997. Language, Speech, and Communication. Lexical Competence. Cambridge : MIT Press./Moravcsik, J. 2016. Meaning, Creativity, and the Partial Inscrutability of the Human Mind, 2nd ed. Stanford: CSLI./Schroeter, L. & Schroeter, F. 2014. Normative concepts: a connectedness model, Philosophers’ Imprint 14, 1-26./ Wikforss, Å. 2010. Are natural kind terms special?, in H. Beebee and N. Sabbarton-Leary, The Semantics and Metaphysics of Natural Kinds, New York, Routledge, 64-83. (shrink)

The paper examines Dummett's argument for the indefinite extensibility of the concepts set, ordinal, real number, set of natural numbers, and natural number. In particular it investigates how the indefinite extensibility of the concept set affects our understanding of the notion of real number and whether the argument to the indefinite extensibility of the reals is cogent. It claims that Dummett is right to think of the universe of sets as an indefinitely extensible domain but questions the cogency (...) of the further claim that this fact raises an issue as to what sets or real numbers there are. (shrink)

The paper examines Dummett's argument for the indefinite extensibility of the concepts set, ordinal, real number, set of natural numbers, and natural number. In particular it investigates how the indefinite extensibility of the concept set affects our understanding of the notion of real number and whether the argument to the indefinite extensibility of the reals is cogent. It claims that Dummett is right to think of the universe of sets as an indefinitely extensible domain but questions the cogency (...) of the further claim that this fact raises an issue as to what sets or real numbers there are. (shrink)

Hempel's paradox of the ravens has to do with the question of what constitutes confirmation from a logical point of view; Wason 's selection task has been used extensively to investigate how people go about attempting to confirm or disconfirm conditional claims. This paper presents an argument that the paradox is resolved, and that people's typical performance in the selection task can be explained, by consideration of what constitutes an effective strategy for seeking evidence of the tenability of universal (...) or conditional claims in everyday life. (shrink)

Halin in 1965 proved that if a graph has [Formula: see text] many pairwise disjoint rays for each [Formula: see text] then it has infinitely many pairwise disjoint rays. We analyze the complexity of this and other similar results in terms of computable and proof theoretic complexity. The statement of Halin’s theorem and the construction proving it seem very much like standard versions of compactness arguments such as König’s Lemma. Those results, while not computable, are relatively simple. They only use (...) arithmetic procedures or, equivalently, finitely many iterations of the Turing jump. We show that several Halin-type theorems are much more complicated. They are among the theorems of hyperarithmetic analysis. Such theorems imply the ability to iterate the Turing jump along any computable well ordering. Several important logical principles in this class have been extensively studied beginning with work of Kreisel, H. Friedman, Steel and others in the 1960s and 1970s. Until now, only one purely mathematical example was known. Our work provides many more and so answers Question 30 of Montalbán’s Open Questions in Reverse Mathematics in 2011. Some of these theorems including ones in Halin in 1965 are also shown to have unusual proof theoretic strength as well. (shrink)

In “Models and Reality”, H. Putnam formulated his model-theoretic argument against “metaphysical realism”. The article proposes a meta-reconstruction of Putnam’s model-theoretic argument in the light of two mutually compatible interpretations of it–elaborated by Manuel Garcia-Carpintero and Igor van Douven. A critical reflection on these interpretations and their adequacy for Putnam’s argument allows us to expose new theses coherent with Putnam’s reasoning and indicate new paths to improve this argument for our reconstruction task. In particular, we show (...) that Putnam’s position may be coherent with van Douven’s versions of Global Descriptivism under some conditions, but Putnam cannot reject realism as quickly as Carpintero suggests. We show that Suszko’s canonic axiomatic system and Sneed’s concept of theory may provide valuable support for Putnam’s argument. Finally, we critically evaluate Carpintero’s theses about the genesis of unintended interpretations of our languages, adopting the machinery of the Upward Skolem–Loewenheim Theorem and Knight’s Theorem. (shrink)

One of the most influential arguments for realism about mathematical objects is the indispensability argument. Simply put, this is the argument that insofar as we are committed to the existence of the physical objects existentially quantified over in our best scientific theories, we are also committed to the mathematical objects existentially quantified over in these theories. Following the Quine–Putnam formulation of the indispensability argument, some proponents of the indispensability argument have made the mistake of taking confirmational (...) holism to be an essential premise of the argument. In this paper, I consider the reasons philosophers have taken confirmational holism to be essential to the argument and argue that, contrary to the traditional view, confirmational holism is dispensable. (shrink)

Crucial to Hilary Putnam’s realism in the philosophy of mathematics is to maintain the objectivity of mathematics without the commitment to the existence of mathematical objects. Putnam’s indispensability argument was devised as part of this conception. In this paper, I reconstruct and reassess Putnam’s argument for the indispensability of mathematics, and distinguish it from the more familiar, Quinean version of the argument. Although I argue that Putnam’s approach ultimately fails, I develop an alternative way of implementing his (...) form of realism about mathematics that, by using different resources than those Putnam invokes, avoids the difficulties faced by his view. (shrink)

This chapter contains sections titled: Abstract The Model ‐ Theoretic Argument Difficulties and Differences Putnam's Progress Implications Objections and Replies References.

New UK consensus statement on core curriculum in medical ethics and lawThe most important paper in this month’s JME is not a standard paper but the new UK consensus statement on the core curriculum in medical ethics and law for medical students. The first consensus statement was published in the JME in 1998 and has been instrumental in ensuring the embedding of a common standard of teaching in these subjects across UK medical schools. 1 However, even the most hard core (...) moral realist has to accept that, even if the fundamental principles of ethics do not change, the best way to teach it might evolve and the problems of most interest may change as the healthcare system changes. The core curriculum can therefore not be cast in stone and must be revised and updated from time to time. The current revision is the result of an extensive process involving reviews of the way …. (shrink)

In the paper ‘Genetic information, insurance, and a pluralistic approach to justice’, Jonathan Pugh1 develops an argument from unresolved pluralism in our theories of justice, via the pluralism this occasions in relation to the specific question of the use of genetic test results in insurance underwriting, to the conclusion that the UK regulatory approach in relation to the use of GTRs in insurance is broadly correct.1 Pugh’s argument is wide-ranging and I cannot provide a complete critique of it (...) in this short comment, but I will gesture towards some strands of the argument that are potentially problematic. The first potential problem in the argument is that Pugh bases his argument on a very extensive range of accounts of justice, including pure maximising consequentialism, strict egalitarianism and libertarianism, among many others. If these are all accounts of justice, it is not strange that there is pluralism of conclusions in relation to a specific question of justice or discrimination, such as the use of GTRs in the underwriting of specific kinds of insurance contracts. Pugh’s range, for instance, includes accounts of justice that deny the direct importance of distributive concerns as well as accounts that see distributive concerns as crucial. These accounts disagree not only about the answer to Pugh’s question but also about …. (shrink)

This chapter concentrates on the version of Putnam's argument set forth in his Reason, Truth and History. It explains how, in general terms, that argument is best conceived as working. Cursory inspection of Putnam's overall dialectic reveals it to incorporate three sub‐arguments, collectively designed to show that the metaphysical realist confronts an insuperable problem over explaining how our words may possess determinate reference. The chapter considers Putnam's version of the Permutation Argument, aimed at showing (...) that reference cannot be determined by fixing the truth‐conditions of whole sentences. It then reviews Putnam's 'just more theory' argument, designed to show that the metaphysical realist cannot rescue the situation by appeal to causal or other natural connections between our words and the world. The chapter considers how the considerations adduced by Hilary Putnam might be seen as an argument telling selectively against metaphysical realism. (shrink)

This essay is a reconstruction and defense of Davidson's argument against the intelligibility of the notion of conceptual scheme. After presenting a brief clarification of Davidson's argument in 'On the Very Idea of a Conceptual Scheme', I turn to reconstructing Davidson's argument. Unlike many commentators, and occasionally Davidson, who hold that the motive force of the argument is the Principle of Charity (or the denial of the Third Dogma), I argue that there is a further principle (...) which underlies the argument. This principle I call the Strong Discrimination Principle. But the argument of the paper is not purely exegetical. Not only do I show how the Strong Discrimination Principle meets certain objections to Davidson's argument, but I show how the Principle clarifies the realist position. In particular, I show how a line of argument advanced by Rorty and Putnam against (metaphysical) realism can be rejected. (shrink)

The papers comprising Zur Farbenlehre, best known portion of Goethe's writings on color and optics, appeared between 1808 and 1810. Portions of Zur Farbenlehre, translated by the painter Charles Lock Eastlake and frequently reprinted under the title Theory of Colours, achieved immediate notoriety because of Goethe's insistent questioning of Newton's methodology. Acknowledging no mentors except Theophrastus and the physicist Robert Boyle, Goethe compared the Newtonian theory of colors--indelicately, some think--to a once proud castle still revered long after it has fallen (...) into decay. The furor aroused by this intemperate analogy has not fully subsided yet. During the twentieth century Max Planck answered the impertinence with a vigorous ad hominem attack and Rudolph Carnap followed suit. We still lack a serious analysis of Goethe's color theories or his arguments against Newton. And the early vituperation seems quaint. Questioning Newton's methodology--or even his epistemology--is a legitimate activity and has even become commonplace. The 1840 edition of Eastlake's translation enjoys a perennial popularity among artists and a few perceptual psychologists, who have been allowed to monopolize for too long a book which is primarily a highly provocative inquiry in the philosophy of science. Someday an imaginative publisher may be inspired to make available more extensive translations of Goethe's copious writings on color, complemented by the type of careful editing, annotation and analysis which I. Bernard Cohen and Alexander Koyré provide for the writings of Newton. Until then one is grateful for Eastlake.--P. S. (shrink)

In this paper I investigate Hilary Putnam’s conception of scientific realism by examining the so-called “no miracles argument.” According to a widespread reconstruction of his thought, Putnam has been moving from scientific realism, through internal realism to natural realism of common sense. Nonetheless, I show that, in fact, the American philosopher has always been a scientific realist. This notion needs however to be made clearer, because Putnam tends to move constantly on the razor’s edge between metaphysical realism and anti-realism. (...) I argue that Putnam’s mature conception of scientific realism can be thought of as “open realism,” insofar as it is the result of the combination of the acceptable intuitions of metaphysical realism, with conceptual relativity, natural realism and pragmatism. (shrink)