The Philosophical Significance of the Kripkean Necessary Aposteriori
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5. Essence and Natural Kinds: When Science Meets Preschooler Intuition1 Sarah-Jane Leslie
978–0–19–954696–1 05-Gendler-Hawthorne-c05-drv Gendler (Typeset by SPi) 108 of 346 February 5, 2013 6:20 OUP UNCORRECTED PROOF – FIRST PROOF,5/2/2013, SPi 5. Essence and Natural Kinds: When Science Meets Preschooler Intuition1 Sarah-Jane Leslie INTRODUCTION It is common practice in philosophy to “rely on intuitions” in the course of an argument, or sometimes simply to establish a conclusion. One question that is therefore important to settle is: what is the source of these intuitions? Correspondingly: what is their epistemological status? Philosophical discus- sion often proceeds as though these intuitions stem from insight into the nature of things—as though they are born of rational reflection and judicious discernment. If these intuitions do not have some such status, then their role in philosophical theorizing rapidly becomes suspect. We would not, for example, wish to place philosophical weight on intuitions that are in effect the unreflective articulation of inchoate cognitive biases. Developmental psychology has discovered a range of belief sets that emerge in the first few years of life, and which plausibly go beyond the evidence to which the child has had access in that time period. In such cases, it is reasonable to suppose that the belief sets do not derive solely from the child’s rational reflection on her evidence, but rather show something about the way human beings are fundamentally disposed to see the world. (In some cases, the deep-seated dispositions are also shared with non-human animals.) There are many explanations of why we may be fundamentally disposed to see the world in a particular way, only one of which is that metaphysically or scientifically speaking, the world actually is that way. -
Logically Impossible Worlds
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by PhilPapers Forthcoming in the Australasian Journal of Logic Logically Impossible Worlds Koji Tanaka School of Philosophy Research School of Social Sciences Australian National University [email protected] 1 Impossible Worlds If we think of a possible world as representing a way things can be, an impossible world represents a way in which things cannot be. The importance of impossible worlds has been discussed in recent literature.1 One reason for accepting impossi- ble worlds comes from counterfactual reasoning (Nolan (1997), Routley (1989)). Consider, for instance, the following counterfactual: if someone were to square a circle, she or he would be famous. This counterfactual has an impossible an- tecedent. One way to analyse such a counterfactual is to invoke an impossible world where someone does square a circle and evaluate the consequent at the world or a set of worlds that is or are the closest to that impossible world. But what exactly are impossible worlds? What does it mean to talk about ways in which things cannot be? There are several formulations of impossible worlds in the literature.2 Some characterise the impossibility of impossible worlds in terms of logic. There have been mainly three ways in which impossible worlds are characterised in logical terms. First, an impossible world is a world where A ^ :A is true for some A (Lycan (1994)). According to this view, an impossible world is a world where some contradiction obtains. Second, an impossible world is a world that is governed by some non-classical logic (Cresswell (1973)). -
Putnam's Theory of Natural Kinds and Their Names Is Not The
PUTNAM’S THEORY OF NATURAL KINDS AND THEIR NAMES IS NOT THE SAME AS KRIPKE’S IAN HACKING Collège de France Abstract Philosophers have been referring to the “Kripke–Putnam” theory of natural- kind terms for over 30 years. Although there is one common starting point, the two philosophers began with different motivations and presuppositions, and developed in different ways. Putnam’s publications on the topic evolved over the decades, certainly clarifying and probably modifying his analysis, while Kripke published nothing after 1980. The result is two very different theories about natural kinds and their names. Both accept that the meaning of a natural- kind term is not given by a description or defining properties, but is specified by its referents. From then on, Putnam rejected even the label, causal theory of reference, preferring to say historical, or collective. He called his own approach indexical. His account of substance identity stops short a number of objections that were later raised, such as what is called the qua problem. He came to reject the thought that water is necessarily H2O, and to denounce the idea of metaphysical necessity that goes beyond physical necessity. Essences never had a role in his analysis; there is no sense in which he was an essentialist. He thought of hidden structures as the usual determinant of natural kinds, but always insisted that what counts as a natural kind is relative to interests. “Natural kind” itself is itself an importantly theoretical concept, he argued. The paper also notes that Putnam says a great deal about what natural kinds are, while Kripke did not. -
CRITICAL NOTICE Why We Need Ordinary Language Philosophy
CRITICAL NOTICE Why We Need Ordinary Language Philosophy Sandra Laugier, Translated by Daniela Ginsberg, The University of Chicago Press, Chicago, 2013, pp. 168, £ 24.50. ISBN-13: 978-0-226-47054-2 (cloth). Reviewed by Derek A. McDougall Originally published in French in the year 2000, the English version of Sandra Laugier’s short book of 10 Chapters plus an Introduction and Conclusion, has a 7 page Preface, 9 pages of Notes, a brief Bibliography and 121 pages of actual text. The reading of Wittgenstein and Austin that she provides is distinctly Cavellian in character. Indeed, Stanley Cavell in a dust-cover quote, remarks that her work is already influential in France and Italy, exciting as it does a new interest in ‘language conceived not only as a cognitive capacity but also as used, and meant, as part of our form of life’. Cavell goes on to say that this new translation is not merely welcome but indispensable, and has at least the capacity to alter prevailing views about the philosophy of language, so affecting what we have come to think of as the ‘analytic-continental divide’. Toril Moi of Duke Uni., in another dust-cover quote, states that Laugier’s reading of Wittgenstein-Austin-Cavell shows how their claim that ‘to speak about language is to speak about the world is an antimetaphysical revolution in philosophy that tranforms our understanding of epistemology and ethics.’ She concludes with the thought that anyone who wishes to understand what ‘ordinary language philosophy’ means today should read this book. This is a large claim to make, and anyone who is inclined to read Wittgenstein and Austin strictly in their own terms, and with their own avowed intentions - where discernible - steadily in view, is almost bound to conclude that it is simply not true. -
The New Theory of Reference: Kripke, Marcus, and Its Origins
THE NEW THEORY OF REFERENCE SYNTHESE LIBRARY STUDIES IN EPISTEMOLOGY, LOGIC, METHODOLOGY, AND PHILOSOPHY OF SCIENCE Managing Editor: JAAKKO HINTIKKA, Boston University Editors: DIRK V AN DALEN, University of Utrecht, The Netherlands DONALD DAVIDSON, University of California, Berkeley THEO A.F. KUIPERS, University ofGroningen, The Netherlands PATRICK SUPPES, Stanford University, California JAN WOLEN-SKI, Jagielionian University, KrakOw, Poland THE NEW THEORY OF REFERENCE: KRIPKE, MARCUS, AND ITS ORIGINS Edited by PAUL W. HUMPHREYS University of Virginia, Charlottesville, VA, U S.A. and JAMES H. FETZER University of Minnesota, Duluth, MN, US.A . ..... SPRINGER-SCIENCE+BUSINESS" MEDIA, B.V. Library of Congress Cataloging-in-Publication Data is available. ISBN 978-0-7923-5578-6 ISBN 978-94-011-5250-1 (eBook) DOI 10.1007/978-94-011-5250-1 Printed on acid-free paper AII Rights Reserved © 1998 Springer Science+Business Media Dordrecht Originally published by Kluwer Academic Publishers in 1998 Softcover reprint of the hardcover 1st edition 1998 No part ofthis publication may be reproduced or utilized in any form or by any means, electronic, mechanical, inc1uding photocopying, recording or by any information storage and retrieval system, without written permis sion from the copyright owner. TABLE OF CONTENTS PAUL W. HUMPHREYS and JAMES H. FETZER / Introduction vii PART I: THE APA EXCHANGE 1. QUENTIN SMITH / Marcus, Kripke, and the Origin of the New Theory of Reference 3 2. SCOTT SOAMES / Revisionism about Reference: A Reply to Smith 13 3. QUENTIN SMITH / Marcus and the New Theory of Reference: A Reply to Scott Soames 37 PART II: REPLIES 4. SCOTT SOAMES / More Revisionism about Reference 65 5. -
The Transience of Possibility Reina Hayaki
Forthcoming in the European Journal of Analytic Philosophy (2006). The Transience of Possibility Reina Hayaki ABSTRACT. The standard view of metaphysical necessity is that it is truth in all possible worlds, and therefore that the correct modal logic for metaphysical necessity is S5, in models of which all worlds are accessible from each other. I argue that S5 cannot be the correct logic for metaphysical necessity because accessibility is not symmetric: there are possible worlds that are accessible from ours but from which our world is not accessible. There are (or could be) some individuals who, if they had not existed, could not have existed. Once the possibility of such individuals is lost, it is gone forever. 1. Truth in all possible worlds? It is now widely (though not universally) accepted that metaphysical necessity is to be distinguished from logical necessity. A proposition is logically necessary if it is a theorem of logic. The notion of logical necessity is not without its problems. When we say “a theorem of logic”, which logic is appropriate for this definition? Should we use mere first-order logic, or something more powerful? (Are axioms of second-order logic logically necessary truths?) What if the relevant logic is not complete, so that some true sentences are not theorems? Are all mathematical truths logically necessary? Or, given the apparent failure of efforts to reduce mathematics to logic, should we say that some 1 mathematical propositions are not logically necessary but perhaps “mathematically necessary”, relative to a particular system of mathematics? How should we adjudicate wrangling between adherents of mutually incompatible logics, such as classical and non- classical logics? Regardless of how we answer these questions, the notion of logical necessity is at heart a syntactic one. -
Concrete Possible Worlds (Final)
CONCRETE POSSIBLE WORLDS Phillip Bricker 1. INTRODUCTION. Open a book or article of contemporary analytic philosophy, and you are likely to find talk of possible worlds therein. This applies not only to analytic metaphysics, but to areas as diverse as philosophy of language, philosophy of science, epistemology, and ethics. Philosophers agree, for the most part, that possible worlds talk is extremely useful for explicating concepts and formulating theories. They disagree, however, over its proper interpretation. In this chapter, I discuss the view, championed by David Lewis, that philosophers’ talk of possible worlds is the literal truth.1 There exists a plurality of worlds. One of these is our world, the actual world, the physical universe that contains us and all our surroundings. The others are merely possible worlds containing merely possible beings, such as flying pigs and talking donkeys. But the other worlds are no less real or concrete for being merely possible. Fantastic? Yes! What could motivate a philosopher to believe such a tale? I start, as is customary, with modality.2 Truths about the world divide into two sorts: categorical and modal. Categorical truths describe how things are, what is actually the case. Modal truths describe how things could or must be, what is possibly or 1 The fullest statement of Lewis’s theory of possible worlds is contained in his magnum opus, Lewis (1986), On the Plurality of Worlds. Lewis’s view is sometimes called “modal realism.” 2 Historically, it was the attempt to provide semantics for modal logic that catapulted possible worlds to the forefront of analytic philosophy. -
The Pragmatic Turn in Philosophy
Introduction n recent years the classical authors of Anglo-Saxon pragmatism have gar- Inered a renewed importance in international philosophical circles. In the aftermath of the linguistic turn, philosophers such as Charles S. Peirce, William James, George H. Mead, Ferdinand C. S. Schiller, and John Dewey are being reread alongside, for example, recent postmodern and deconstructivist thought as alternatives to a traditional orientation toward the concerns of a represen- tationalist epistemology. In the context of contemporary continental thought, the work of Jacques Derrida, Jean-Francois Lyotard, and Gilles Deleuze comprises just a few examples of a culturewide assault on a metaphysical worldview premised on what Michel Foucault called the empirico-transcendental doublet, and presents a wealth of potential exchange with the pragmatist critique of representationalism. In both cases, aspects of pragmatist thought are being used to add flexibility to the conceptual tools of modern philoso- phy, in order to promote a style of philosophizing more apt to dealing with the problems of everyday life. The hope for a pragmatic “renewing of phi- losophy” (Putnam) evidenced in these trends has led to an analytic reexami- nation of some of the fundamental positions in modern continental thought as well, and to a recognition of previously unacknowledged or underappreciated pragmatic elements in thinkers like Kant, Hegel, Nietzsche, Heidegger, and Wittgenstein. Within the current analytic discussions, a wide spectrum of differing and at times completely heterogeneous forms of neopragmatism can be distinguished, which for heuristic purposes can be grouped into two general categories according to the type of discursive strategy employed. The first of these consists in a conscious inflation of the concept of pragmatism in order to establish it as widely as possible within the disciplinary discourse of philosophy. -
Kripke's Naming and Necessity: Lecture II
Kripke’s Naming and Necessity: Lecture II PHIL 83104 October 12, 2011 1. Varieties of descriptivism (end of Lecture I) ....................................................................1 2. Kripke’s arguments against descriptivism (71-90) ...........................................................2 2.1. The modal argument (48-49, 71-77) 2.1.1. Rigidified descriptions 2.1.2. Wide-scoping descriptions 2.2. The semantic argument (78-85) 2.3. The epistemic argument (86-87) 3. Kripke’s alternative picture of reference (91-97) ..............................................................5 4. Identity sentences and the necessary a posteriori (97-105) ..............................................7 4.1. The necessity of identity 4.2. A prioricity and qualitatively identical situations 4.3. Some sources of skepticism about Kripke’s claim 4.3.1. Contingent identities? 4.3.2. The illusion of contingency 4.3.3. Millianism about names 1. VARIETIES OF DESCRIPTIVISM (END OF LECTURE I) We’ve already seen two distinctions Kripke makes between different versions of descriptivism: • The distinction between descriptivist views which let a single description do the work, and those which rely on a cluster of descriptions • The distinctiopn between views according to which a description gives the meaning of a name, and those according to which it merely fixes the reference of the name Here Kripke introduces a third distinction: between circular and non-circular descriptivist views. This distinction is not like the others; it is less a distinction between varieties of descriptivism than a constraint on descriptivist views. What exactly is this constraint? Suppose we identified the meaning of the name “Aristotle” with the meaning of the description “the person called ‘Aristotle’” or “the referent of ‘Aristotle.’” These would be examples of descriptivist views which fail to meet the non-circularity condition, since to determine what object satisfies the description, we must first know which object is the referent of the name in question. -
David Lewis's Place in Analytic Philosophy Scott Soames by The
David Lewis’s Place in Analytic Philosophy Scott Soames By the early 1970s, and continuing through 2001, David Lewis and Saul Kripke had taken over W.V.O. Quine’s leadership in metaphysics, epistemology, philosophy of language, and philosophical logic in the English-speaking world. Quine, in turn, had inherited his position in the early 1950s from Rudolf Carnap, who had been the leading logical positivist -- first in Europe, and, after 1935, in America. A renegade positivist himself, Quine eschewed apriority, necessity, and analyticity, while (for a time) adopting a holistic version of verificationism. Like Carnap, he placed philosophical logic and the philosophy of science at the center of philosophy. While not entirely avoiding metaphysics and epistemology, he tried to “naturalize” both. By contrast, Lewis and Kripke embraced the modalities Quine rejected.1 They also had no sympathy for his early verificationism, or his twin flights from intension and intention. As for philosophy of science, it was transforming itself into specialized philosophies of the several sciences, and did not lend itself to unified treatment. Although Lewis had deep interests in scientific issues, and was commendably realist about science in general, science itself was not the center of own distinctive approach to philosophy. Despite similarities in their opposition to Quine, the differences between Lewis and Kripke were large – especially in the semantics and metaphysics of modality. They also had different philosophical styles. Whereas Lewis was a wide-ranging thinker who pieced together a systematic philosophical world view, Kripke gave little thought to system, focusing instead on a few central topics. There is, therefore, no conflict between the two on many of the issues on which Kripke was silent. -
Analyticity, Necessity and Belief Aspects of Two-Dimensional Semantics
!"# #$%"" &'( ( )#"% * +, %- ( * %. ( %/* %0 * ( +, %. % +, % %0 ( 1 2 % ( %/ %+ ( ( %/ ( %/ ( ( 1 ( ( ( % "# 344%%4 253333 #6#787 /0.' 9'# 86' 8" /0.' 9'# 86' (#"8'# Analyticity, Necessity and Belief Aspects of two-dimensional semantics Eric Johannesson c Eric Johannesson, Stockholm 2017 ISBN print 978-91-7649-776-0 ISBN PDF 978-91-7649-777-7 Printed by Universitetsservice US-AB, Stockholm 2017 Distributor: Department of Philosophy, Stockholm University Cover photo: the water at Petite Terre, Guadeloupe 2016 Contents Acknowledgments v 1 Introduction 1 2 Modal logic 7 2.1Introduction.......................... 7 2.2Basicmodallogic....................... 13 2.3Non-denotingterms..................... 21 2.4Chaptersummary...................... 23 3 Two-dimensionalism 25 3.1Introduction.......................... 25 3.2Basictemporallogic..................... 27 3.3 Adding the now operator.................. 29 3.4Addingtheactualityoperator................ 32 3.5 Descriptivism ......................... 34 3.6Theanalytic/syntheticdistinction............. 40 3.7 Descriptivist 2D-semantics .................. 42 3.8 Causal descriptivism ..................... 49 3.9Meta-semantictwo-dimensionalism............. 50 3.10Epistemictwo-dimensionalism................ 54 -
Sylvan's Bottle and Other Problems
Australasian Journal of Logic Sylvan’s Bottle and other problems Diane Proudfoot University of Canterbury New Zealand Abstract According to Richard Routley, a comprehensive theory of fiction is impossible, since almost anything is in principle imaginable. In my view, Routley is right: for any purported logic of fiction, there will be actual or imaginable fictions that successfully counterexample the logic. Using the example of ‘impossible’ fictions, I test this claim against theories proposed by Routley’s Meinongian contemporaries and also by Routley himself (for what he called ‘esoteric’ works of fiction) and his 21st century heirs. I argue that the phenomenon of impossible fictions challenges even today’s modal Meinongians. 1 Routley’s rules for the semantics of fiction According to Richard Routley, ‘any properly comprehensive theory of objects ... is obliged to supply a theory of fictions’ (1980, p. 538). Nevertheless, fictions, he said, ‘provide a severe testing ground for logical and semantical theories’ and ‘have regularly revealed serious weaknesses in each new theory proposed’ (ibid., p. 537). The severity of the test is due to certain characteristics of fiction noted by Routley, which I shall formulate as a set of three rules: R1. ‘[T]he author of a work of fiction can try to set down whatever he imagines; and the free range of imagination is virtually unlimited.’ ‘[An author has the] freedom to create whatever he will within the bounds of his art’ (Routley 1979, pp. 6, 8) R2. ‘[T]here are fictional worlds in which any given logical truth (or theorem) fails to hold or is violated.’ (ibid., p.