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Charity and Error-Theoretic Nominalism Hemsideversion
Published in Ratio 28 (3), pp. 256-270, DOI: 10.1111/rati.12070 CHARITY AND ERROR-THEORETIC NOMINALISM Arvid Båve Abstract I here investigate whether there is any version of the principle of charity both strong enough to conflict with an error-theoretic version of nominalism about abstract objects (EN), and supported by the considerations adduced in favour of interpretive charity in the literature. I argue that in order to be strong enough, the principle, which I call “(Charity)”, would have to read, “For all expressions e, an acceptable interpretation must make true a sufficiently high ratio of accepted sentences containing e”. I next consider arguments based on (i) Davidson’s intuitive cases for interpretive charity, (ii) the reliability of perceptual beliefs, and (iii) the reliability of “non-abstractive inference modes”, and conclude that none support (Charity). I then propose a diagnosis of the view that there must be some universal principle of charity ruling out (EN). Finally, I present a reason to think (Charity) is false, namely, that it seems to exclude the possibility of such disagreements as that between nominalists and realists. Nominalists about abstract objects have given remarkably disparate answers to the question: how, if there are no abstract objects, should we view statements that seem to involve purported reference to or quantification over such objects?1 According to the 1 I define nominalism as the view not merely that there are no abstract objects, but also that nothing is an abstract object, contra certain “noneists” like Graham Priest (2005), who accept the Arvid Båve error-theoretic variant of nominalism (EN), these statements should be taken at face value, both semantically and pragmatically, i.e., taken both as literally entailing that there are abstract objects, and also as used and interpreted literally by ordinary speakers. -
Demystifying the Saint
DEMYSTIFYING THE SAINT: JAY L. GARFIELDʼS RATIONAL RECONSTRUCTION OF NĀGĀRJUNAʼS MĀDHYAMAKA AS THE EPITOME OF CONTEMPORARY CROSS-CULTURAL PHILOSOPHY TIINA ROSENQVIST Tampereen yliopisto Yhteiskunta- ja kulttuuritieteiden yksikkö Filosofian pro gradu -tutkielma Tammikuu 2011 ABSTRACT Cross-cultural philosophy approaches philosophical problems by setting into dialogue systems and perspectives from across cultures. I use the term more specifically to refer to the current stage in the history of comparative philosophy marked by the ethos of scholarly self-reflection and the production of rational reconstructions of foreign philosophies. These reconstructions lend a new kind of relevance to cross-cultural perspectives in mainstream philosophical discourses. I view Jay L. Garfieldʼs work as an example of this. I examine Garfieldʼs approach in the context of Nāgārjuna scholarship and cross-cultural hermeneutics. By situating it historically and discussing its background and implications, I wish to highlight its distinctive features. Even though Garfield has worked with Buddhist philosophy, I believe he has a lot to offer to the meta-level discussion of cross-cultural philosophy in general. I argue that the clarity of Garfieldʼs vision of the nature and function of cross-cultural philosophy can help alleviate the identity crisis that has plagued the enterprise: Garfield brings it closer to (mainstream) philosophy and helps it stand apart from Indology, Buddhology, area studies philosophy (etc). I side with Garfield in arguing that cross- cultural philosophy not only brings us better understanding of other philosophical traditions, but may enhance our self-understanding as well. I furthermore hold that his employment of Western conceptual frameworks (post-Wittgensteinian language philosophy, skepticism) and theoretical tools (paraconsistent logic, Wittgensteinian epistemology) together with the influence of Buddhist interpretative lineages creates a coherent, cogent, holistic and analytically precise reading of Nāgārjunaʼs Mādhyamaka philosophy. -
Quantified Modality and Essentialism
Quantified Modality and Essentialism Saul A. Kripke This is the accepted version of the following article: Kripke, S. A. (2017), Quantified Modality and Essentialism. Noûs, 51: 221-234. doi: 10.1111/nous.12126, Which has been published in final form at https://doi.org/10.1111/nous.12126. 1 Quantified Modality and Essentialism1 Saul A. Kripke It is well know that the most thoroughgoing critique of modal logic has been that of W.V. Quine. Quine’s position, though uniformly critical of quantified modal systems, has nevertheless varied through the years from extreme and flat rejection of modality to a more nearly moderate critique. At times Quine urged that, for purely logico-semantical reasons based on the problem of interpreting quantified modalities, a quantified modal logic is impossible; or, alternatively, that it is possible only on the basis of a queer ontology which repudiates the individuals of the concrete world in favor of their ethereal intensions. Quine has also urged that even if these objections have been answered, modal logic would clearly commit itself to the metaphysical jungle of Aristotelian essentialism; and this essentialism is held to be a notion far more obscure than the notion of analyticity upon which modal logic was originally to be based. 1 There is a long story behind this paper. It was written for a seminar given by Quine himself in the academic year 1961/2, and discussed in class over a period of several weeks. Some years later, I was surprised to hear from Héctor-Neri Castañeda that it had received wider circulation among philosophers. -
Dialectic, Rhetoric and Contrast the Infinite Middle of Meaning
Dialectic, Rhetoric and Contrast The Infinite Middle of Meaning Richard Boulton St George’s, University of London; Kingston University Series in Philosophy Copyright © 2021 Richard Boulton. All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted in any form or by any means, electronic, mechanical, photocopying, recording, or otherwise, without the prior permission of Vernon Art and Science Inc. www.vernonpress.com In the Americas: In the rest of the world: Vernon Press Vernon Press 1000 N West Street, Suite 1200 C/Sancti Espiritu 17, Wilmington, Delaware, 19801 Malaga, 29006 United States Spain Series in Philosophy Library of Congress Control Number: 2021931318 ISBN: 978-1-64889-149-6 Cover designed by Aurelien Thomas. Product and company names mentioned in this work are the trademarks of their respective owners. While every care has been taken in preparing this work, neither the authors nor Vernon Art and Science Inc. may be held responsible for any loss or damage caused or alleged to be caused directly or indirectly by the information contained in it. Every effort has been made to trace all copyright holders, but if any have been inadvertently overlooked the publisher will be pleased to include any necessary credits in any subsequent reprint or edition. Table of contents Introduction v Chapter I Method 1 Dialectic and Rhetoric 1 Validating a Concept Spectrum 12 Chapter II Sense 17 Emotion 17 Rationality 23 The Absolute 29 Truth 34 Value 39 Chapter III Essence 47 Meaning 47 Narrative 51 Patterns and Problems 57 Existence 61 Contrast 66 Chapter IV Consequence 73 Life 73 Mind and Body 77 Human 84 The Individual 91 Rules and Exceptions 97 Conclusion 107 References 117 Index 129 Introduction This book is the result of a thought experiment inspired by the methods of dialectic and rhetoric. -
Existence: an Unholy Trinity. an Account of Indeterminate Existence
City University of New York (CUNY) CUNY Academic Works All Dissertations, Theses, and Capstone Projects Dissertations, Theses, and Capstone Projects 2-2014 Existence: An Unholy Trinity. An account of Indeterminate Existence Salas Sanchez-Bennasar Graduate Center, City University of New York How does access to this work benefit ou?y Let us know! More information about this work at: https://academicworks.cuny.edu/gc_etds/105 Discover additional works at: https://academicworks.cuny.edu This work is made publicly available by the City University of New York (CUNY). Contact: [email protected] EXISTENCE: AN UNHOLY TRINITY An Account of Indeterminate Existence by Salas Sanchez-Bennasar A dissertation submitted to the Graduate Faculty in Philosophy in partial fulfillment of the requirements for the degree of Doctor of Philosophy, The City University of New York 2014 ©2014 SALAS SANCHEZ-BENNASAR All Rights Reserved ii This manuscript has been read and accepted for the Graduate Faculty in Philosophy in satisfaction of the dissertation requirement for the degree of Doctor of Philosophy. __________Arnold Koslow_____________ Date ______________ _____________________________________ Chair of Examining Committee _________Iakovos Vasiliou______________ Date ______________ _____________________________________ Executive Officer __________Graham Priest (Advisor)___________ ____________John Greenwood___________ ____________Rohit Parikh____________ ______________Stewart Shapiro___________ Supervisory Committee THE CITY UNIVERSITY OF NEW YORK iii Abstract -
How to Adopt a Logic
How to adopt a logic Daniel Cohnitz1 & Carlo Nicolai2 1Utrecht University 2King’s College London Abstract What is commonly referred to as the Adoption Problem is a challenge to the idea that the principles for logic can be rationally revised. The argument is based on a reconstruction of unpublished work by Saul Kripke. As the reconstruction has it, Kripke essentially extends the scope of William van Orman Quine’s regress argument against conventionalism to the possibility of adopting new logical principles. In this paper we want to discuss the scope of this challenge. Are all revisions of logic subject to the regress problem? If not, are there interesting cases of logical revisions that are subject to the regress problem? We will argue that both questions should be answered negatively. FIRST DRAFT 1 1 Introduction What is commonly referred to as the Adoption Problem is a challenge to the idea that the principles for logic can be rationally revised. The argument is based on a reconstruction of unpublished work by Saul Kripke.1 As the reconstruction has it, Kripke essentially extends the scope of William van Orman Quine’s regress argument (Quine, 1976) against conventionalism to the possibility of adopting new logical principles. In this paper we want to discuss the scope of this challenge. Are all revisions of logic subject to the regress problem? If not, are there interesting cases of logical revisions that are subject to the regress problem? We will argue that both questions should be answered negatively. Kripke’s regress does not arise for all rules of inference and not even for the adoption of those rules that are of relevance for the discussion of the rational revisability of logic. -
A Unifying Field in Logics: Neutrosophic Logic. Neutrosophy, Neutrosophic Set, Neutrosophic Probability and Statistics
FLORENTIN SMARANDACHE A UNIFYING FIELD IN LOGICS: NEUTROSOPHIC LOGIC. NEUTROSOPHY, NEUTROSOPHIC SET, NEUTROSOPHIC PROBABILITY AND STATISTICS (fourth edition) NL(A1 A2) = ( T1 ({1}T2) T2 ({1}T1) T1T2 ({1}T1) ({1}T2), I1 ({1}I2) I2 ({1}I1) I1 I2 ({1}I1) ({1} I2), F1 ({1}F2) F2 ({1} F1) F1 F2 ({1}F1) ({1}F2) ). NL(A1 A2) = ( {1}T1T1T2, {1}I1I1I2, {1}F1F1F2 ). NL(A1 A2) = ( ({1}T1T1T2) ({1}T2T1T2), ({1} I1 I1 I2) ({1}I2 I1 I2), ({1}F1F1 F2) ({1}F2F1 F2) ). ISBN 978-1-59973-080-6 American Research Press Rehoboth 1998, 2000, 2003, 2005 FLORENTIN SMARANDACHE A UNIFYING FIELD IN LOGICS: NEUTROSOPHIC LOGIC. NEUTROSOPHY, NEUTROSOPHIC SET, NEUTROSOPHIC PROBABILITY AND STATISTICS (fourth edition) NL(A1 A2) = ( T1 ({1}T2) T2 ({1}T1) T1T2 ({1}T1) ({1}T2), I1 ({1}I2) I2 ({1}I1) I1 I2 ({1}I1) ({1} I2), F1 ({1}F2) F2 ({1} F1) F1 F2 ({1}F1) ({1}F2) ). NL(A1 A2) = ( {1}T1T1T2, {1}I1I1I2, {1}F1F1F2 ). NL(A1 A2) = ( ({1}T1T1T2) ({1}T2T1T2), ({1} I1 I1 I2) ({1}I2 I1 I2), ({1}F1F1 F2) ({1}F2F1 F2) ). ISBN 978-1-59973-080-6 American Research Press Rehoboth 1998, 2000, 2003, 2005 1 Contents: Preface by C. Le: 3 0. Introduction: 9 1. Neutrosophy - a new branch of philosophy: 15 2. Neutrosophic Logic - a unifying field in logics: 90 3. Neutrosophic Set - a unifying field in sets: 125 4. Neutrosophic Probability - a generalization of classical and imprecise probabilities - and Neutrosophic Statistics: 129 5. Addenda: Definitions derived from Neutrosophics: 133 2 Preface to Neutrosophy and Neutrosophic Logic by C. -
Evil and the Ontological Disproof
City University of New York (CUNY) CUNY Academic Works All Dissertations, Theses, and Capstone Projects Dissertations, Theses, and Capstone Projects 9-2017 Evil and the Ontological Disproof Carl J. Brownson III The Graduate Center, City University of New York How does access to this work benefit ou?y Let us know! More information about this work at: https://academicworks.cuny.edu/gc_etds/2155 Discover additional works at: https://academicworks.cuny.edu This work is made publicly available by the City University of New York (CUNY). Contact: [email protected] EVIL AND THE ONTOLOGICAL DISPROOF by CARL BROWNSON A dissertation submitted to the Graduate Faculty in Philosophy in partial fulfillment of the requirements for the degree of Doctor of Philosophy, City University of New York 2017 1 © 2017 CARL BROWNSON All Rights Reserved ii Evil and the Ontological Disproof by Carl Brownson This manuscript has been read and accepted for the Graduate Faculty in Philosophy in satisfaction of the dissertation requirement for the degree of Doctor of Philosophy. Date Graham Priest Chair of Examining Committee Date Iakovos Vasiliou Executive Officer Supervisory Committee: Stephen Grover, advisor Graham Priest Peter Simpson Nickolas Pappas Robert Lovering THE CITY UNIVERSITY OF NEW YORK iii ABSTRACT Evil and the Ontological Disproof by Carl Brownson Advisor: Stephen Grover This dissertation is a revival of the ontological disproof, an ontological argument against the existence of God. The ontological disproof, in its original form, argues that God is impossible, because if God exists, he must exist necessarily, and necessary existence is impossible. The notion of necessary existence has been largely rehabilitated since this argument was first offered in 1948, and the argument has accordingly lost much of its force. -
Accepting a Logic, Accepting a Theory
1 To appear in Romina Padró and Yale Weiss (eds.), Saul Kripke on Modal Logic. New York: Springer. Accepting a Logic, Accepting a Theory Timothy Williamson Abstract: This chapter responds to Saul Kripke’s critique of the idea of adopting an alternative logic. It defends an anti-exceptionalist view of logic, on which coming to accept a new logic is a special case of coming to accept a new scientific theory. The approach is illustrated in detail by debates on quantified modal logic. A distinction between folk logic and scientific logic is modelled on the distinction between folk physics and scientific physics. The importance of not confusing logic with metalogic in applying this distinction is emphasized. Defeasible inferential dispositions are shown to play a major role in theory acceptance in logic and mathematics as well as in natural and social science. Like beliefs, such dispositions are malleable in response to evidence, though not simply at will. Consideration is given to the Quinean objection that accepting an alternative logic involves changing the subject rather than denying the doctrine. The objection is shown to depend on neglect of the social dimension of meaning determination, akin to the descriptivism about proper names and natural kind terms criticized by Kripke and Putnam. Normal standards of interpretation indicate that disputes between classical and non-classical logicians are genuine disagreements. Keywords: Modal logic, intuitionistic logic, alternative logics, Kripke, Quine, Dummett, Putnam Author affiliation: Oxford University, U.K. Email: [email protected] 2 1. Introduction I first encountered Saul Kripke in my first term as an undergraduate at Oxford University, studying mathematics and philosophy, when he gave the 1973 John Locke Lectures (later published as Kripke 2013). -
The Philosophy of Mathematics: a Study of Indispensability and Inconsistency
Claremont Colleges Scholarship @ Claremont Scripps Senior Theses Scripps Student Scholarship 2016 The hiP losophy of Mathematics: A Study of Indispensability and Inconsistency Hannah C. Thornhill Scripps College Recommended Citation Thornhill, Hannah C., "The hiP losophy of Mathematics: A Study of Indispensability and Inconsistency" (2016). Scripps Senior Theses. Paper 894. http://scholarship.claremont.edu/scripps_theses/894 This Open Access Senior Thesis is brought to you for free and open access by the Scripps Student Scholarship at Scholarship @ Claremont. It has been accepted for inclusion in Scripps Senior Theses by an authorized administrator of Scholarship @ Claremont. For more information, please contact [email protected]. The Philosophy of Mathematics: A Study of Indispensability and Inconsistency Hannah C.Thornhill March 10, 2016 Submitted to Scripps College in Partial Fulfillment of the Degree of Bachelor of Arts in Mathematics and Philosophy Professor Avnur Professor Karaali Abstract This thesis examines possible philosophies to account for the prac- tice of mathematics, exploring the metaphysical, ontological, and epis- temological outcomes of each possible theory. Through a study of the two most probable ideas, mathematical platonism and fictionalism, I focus on the compelling argument for platonism given by an ap- peal to the sciences. The Indispensability Argument establishes the power of explanation seen in the relationship between mathematics and empirical science. Cases of this explanatory power illustrate how we might have reason to believe in the existence of mathematical en- tities present within our best scientific theories. The second half of this discussion surveys Newtonian Cosmology and other inconsistent theories as they pose issues that have received insignificant attention within the philosophy of mathematics. -
Possibilities and Paradox: an Introduction to Modal and Many-Valued Logic
Possibilities and Paradox: An Introduction to Modal and Many-Valued Logic. By J.C. BEALL and BAS C. VAN FRAASSEN. Oxford University Press, 2003. xv + 233 pp. $29.95 paper Non-classical logics play a prominent role in many areas of philosophy nowadays—philosophy of mind, metaphysics, and philosophy of language, to mention a few. Unfortunately, much of the discussion of non-classical sys- tems has been confined to highly specialized publications and has therefore been inaccessible to the philosophy undergraduate student. Until recently, there were only a few books on the market suitable for the beginner (one of them is Graham Priest’s excellent An Introduction to Non-Classical Logic, Cambridge University Press, 2001). Given the importance of the topic, an- other good textbook on non-classical logics would be very welcome. Beall and van Fraassen have helped to fill this gap in the current liter- ature with their new and detailed introduction to modal and many-valued logics. Possibilities and Paradox exposes, in an accessible way, the basic concepts and techniques of a variety of non-classical systems, including stan- dard modal, conditional, intuitionistic, relevance, and paraconsistent logic. All that is required from the reader is familiarity with elementary classical logic. The stated aim of the book “is to give students a basic grounding in philosophical logic, in a way that connects with motivations they derive from elsewhere in philosophy” (p. ix). Indeed the text is very successful in achieving this goal: it covers a wide range of technical material with- out neglecting philosophical issues associated with the development of such systems. -
1.1 PHILOSOPHY AS OPEN-ENDED QUESTIONING Reaching Back To
1 WHAT IS PHILOSOPHY? 1.1 PHILOSOPHY AS OPEN-ENDED QUESTIONING Reaching back to ancient Greece, a common ploy in addressing the question “What is philosophy?” is to provide a linguistic account, noting that the original Greek words philos and sophia combined can be understood as ‘love of Wisdom’. However, this ploy is evasive, because the moment that any two philosophers begin to expound on the relevant meanings of these two terms, they are likely as not to part ways. th A more recent ploy—notably pursued in the 20 century by the philosopher Ludwig Wittgenstein and (in a somewhat different form) by the pragmatist Richard Rorty (following Jacques Derrida)—is to give a deflationary account of philosophy. Wittgenstein’s idea was that philosophical problems are pseudo-problems that arise when we take language out of context. Imagine, for example, that one were to ask of a dancer “is that move a checkmate?”, as if the term ‘checkmate’ made sense out of the context of its use in chess. For Rorty, the idea was that philosophy is defined only by the fact that philosophical writing tends to concern itself with other philosophical writing: All that ‘philosophy’ as a name for a sector of culture means is ‘talk of Plato, Augustine, Descartes, Kant, Hegel, Fichte, Russell . and that lot’. Philosophy is best seen as a kind of writing. It is delimited, as is any literary genre, not by form or matter, but by tradition.. (Rorty, R., 1979, “Philosophy as a Kind of Writing: An Essay on Derrida”, New Literary History 10: 228-239.) An irony of both of these deflationary accounts of philosophy is that the accounts themselves purport to do more than what they claim philosophy can do—they purport to make a case for a particular point of view.