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Persistence, Vagueness, and Location
PERSISTENCE, VAGUENESS, AND LOCATION Antony Eagle University of Adelaide, antonyeagle.org Forthcoming in The Journal of Philosophy I will discuss two arguments in favor of perdurance. The first is Sider’s argument from vagueness.1 Sider regards this argument as “one of the most powerful” in favor of perdurantism. I make the observation – obvious once made, but I am unable to find it elsewhere in the literature – that endurantists have principled grounds to claim that the argument is unsound (§§I–III). Having made this observation, I use it to emphasize a somewhat neglected difference between endurantists and perdurantists with respect to their views on material objects (§IV). These views, in the case of endurantists, lead to a further, less than conclusive but nevertheless interesting argument against endurantism – the anti-fundamentality argument – which I discuss in the second half of the paper (§§V–VI). I. THE ARGUMENT FROM VAGUENESS To begin, some terminology. An assignment is a (possibly partial) function from times to a set of entities existing at each time; a D-fusion of an assignment is an entity that is, at each time for 1 Theodore Sider, Four-Dimensionalism: an Ontology of Persistence and Time (Oxford: Clarendon Press, 2001), at §4.9.3. 1 which the assignment is defined, constituted by the fusion of the members of the set which is the value of the assignment at that time; a minimal D-fusion of an assignment is a D-fusion which exists only at the times for which the assignment is defined.2 In these terms, Sider’s argument aims to establish this conclusion: (U) “every assignment has a minimal D-fusion”.3 U swiftly entails the existence of temporal parts, because the singleton assignment {⟨�, �⟩} is well- formed for any � existing at �, and so has a minimal D-fusion – an entity which is the fusion of � at � and exists only at �, which meets Sider’s widely agreed criteria for being a temporal part of � at �.4 Note how important the word ‘minimal’ is in U. -
Notes on Generalized Quantifiers
Notes on generalized quantifiers Ann Copestake ([email protected]), Computer Lab Copyright c Ann Copestake, 2001–2012 These notes are (minimally) adapted from lecture notes on compositional semantics used in a previous course. They are provided in order to supplement the notes from the Introduction to Natural Language Processing module on compositional semantics. 1 More on scope and quantifiers In the introductory module, we restricted ourselves to first order logic (or subsets of it). For instance, consider: (1) every big dog barks 8x[big0(x) ^ dog0(x) ) bark0(x)] This is first order because all predicates take variables denoting entities as arguments and because the quantifier (8) and connective (^) are part of standard FOL. As far as possible, computational linguists avoid the use of full higher-order logics. Theorem-proving with any- thing more than first order logic is problematic in general (though theorem-proving with FOL is only semi-decidable and that there are some ways in which higher-order constructs can be used that don’t make things any worse). Higher order sets in naive set theory also give rise to Russell’s paradox. Even without considering inference or denotation, higher-order logics cause computational problems: e.g., when deciding whether two higher order expressions are potentially equivalent (higher-order unification). However, we have to go beyond standard FOPC to represent some constructions. We need modal operators such as probably. I won’t go into the semantics of these in detail, but we can represent them as higher-order predicates. For instance: probably0(sleep0(k)) corresponds to kitty probably sleeps. -
Parts of Persons Identity and Persistence in a Perdurantist World
UNIVERSITÀ DEGLI STUDI DI MILANO Doctoral School in Philosophy and Human Sciences (XXXI Cycle) Department of Philosophy “Piero Martinetti” Parts of Persons Identity and persistence in a perdurantist world Ph.D. Candidate Valerio BUONOMO Tutors Prof. Giuliano TORRENGO Prof. Paolo VALORE Coordinator of the Doctoral School Prof. Marcello D’AGOSTINO Academic year 2017-2018 1 Content CONTENT ........................................................................................................................... 2 ACKNOWLEDGMENTS ........................................................................................................... 4 INTRODUCTION ................................................................................................................... 5 CHAPTER 1. PERSONAL IDENTITY AND PERSISTENCE...................................................................... 8 1.1. The persistence of persons and the criteria of identity over time .................................. 8 1.2. The accounts of personal persistence: a standard classification ................................... 14 1.2.1. Mentalist accounts of personal persistence ............................................................................ 15 1.2.2. Somatic accounts of personal persistence .............................................................................. 15 1.2.3. Anti-criterialist accounts of personal persistence ................................................................... 16 1.3. The metaphysics of persistence: the mereological account ......................................... -
Naturalness, Intrinsicality, and Duplication
Naturalness, Intrinsicality, and Duplication Theodore Sider Ph.D. thesis, University of Massachusetts. Committee: Phillip Bricker (chair), Fred Feldman, Edmund Gettier, Angelika Kratzer May 1993 Acknowledgments I would like to thank various people for their verbal and written comments on earlier stages of this dissertation. Of course, none of these people are re- sponsible for the views I express. I am indebted to Mark Aronszajn, Lynne Baker, David Braun, Earl Conee, David Cowles, Max Cresswell, David Den- by, Fred Feldman, Richard Feldman, Edmund Gettier, Larry Holm, Ned Markosian, Deborah Modrak, and R. Cranston Paull. I am especially indebted to my dissertation director, Phillip Bricker. He consistently gave me excellent comments and helped me to see more mistakes than I care to remember. For whatever there is of value in this dissertation, he deserves much of the credit. i Abstract This dissertation explores the concepts of naturalness, intrinsicality, and du- plication. An intrinsic property is had by an object purely in virtue of the way that object is considered in itself. Duplicate objects are exactly similar, considered as they are in themselves. The perfectly natural properties are the most fundamental properties of the world, upon which the nature of the world depends. In this dissertation I develop a theory of intrinsicality, naturalness, and duplication and explore their philosophical applications. Chapter 1 intro- duces the notions, gives a preliminary survey of some proposed conceptual connections between the notions, and sketches some of their proposed ap- plications. Chapter 2 gives my background assumptions and introduces no- tational conventions. In chapter 3 I present a theory of naturalness. -
Generalized Quantifiers and Dynamicity — Preliminary Results —
Generalized Quantifiers and Dynamicity — preliminary results — Clement´ Beysson∗ Sarah Blind∗ Philippe de Groote∗∗ Bruno Guillaume∗∗ ∗Universite´ de Lorraine ∗∗Inria Nancy - Grand Est France France Abstract We classify determiners according to the dynamic properties of the generalized quanti- fiers they denote. We then show how these dynamic generalized quantifiers can be defined in a continuation-based dynamic logic. 1 Introduction Following the success of the interpretation of determiners as binary generalized quantifiers (Bar- wise and Cooper, 1981), on the one hand, and the success of DRT (Kamp and Reyle, 1993) and dynamic logic (Groenendijk and Stokhof, 1991), on the other hand, several authors have ex- plored notions of dynamic generalized quantifiers (Chierchia, 1992; Fernando, 1994; Kanazawa, 1994a,b; van den Berg, 1991, 1994; van Eijck and de Vries, 1992). In this paper, we revisit this subject in the setting of the dynamic framework introduced in (de Groote, 2006). We classify the generalized quantifiers that are denotations of determiners according to their dynamic properties (internal dynamicity, external dynamicity, and intrinsic dynamicity). We end up with three classes of dynamic generalized quantifiers, and we show how they can be formally defined in the simple theory of types (Church, 1940). To conclude, we discuss several issues raised by the proposed formalization. 2 A classification of the generalized quantifiers according to their dynamic properties We consider binary dynamic generalized quantifiers that are used as denotations of determiners. In our dynamic setting (de Groote, 2006; Lebedeva, 2012), a quantifier belonging to this class, say Q, is a constant (or a term) of type: (1) Q : (i ! W) ! (i ! W) ! W where i is the type of individuals, and W the type of dynamic propositions. -
Comparative Quantifiers
Comparative Quantifiers by Martin Hackl " M.A. Linguistics and Philosophy University of Vienna, Austria 1995 Submitted to the Department of Linguistics and Philosophy in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Linguistics at the Massachusetts Institute of Technology February 2001 © 2000 Martin Hackl. All rights reserved. The author hereby grants to MIT permission to reproduce and to distribute publicly paper and electronic copies of this thesis document in whole or in part. #$%&'()*+",-".)(/,*0"1111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 " Department of Linguistics and Philosophy October 23rd 2000 2+*($-$+3"450"11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 " Irene Heim Professor of Linguistics Thesis Supervisor .66+7(+3"450" 111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111 " Alec Marantz Professor of Linguistics Head of the Department of Linguistics and Philosophy !" Comparative Quantifiers 45" 9'*($&":'6;<" Submitted to the Department of Linguistics and Philosophy at MIT on October 23rd in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Linguistics Abstract =/+">'$&"%,'<",-"(/+"(/+?$?"$?"(,"7*+?+&("'"&,@+<"'&'<5?$?",-"6,>7'*'($@+"A)'&($-$+*?" ?)6/" '?" more than three students."=/+"7*+@'<+&("@$+B",&"?)6/"+C7*+??$,&?" '3@,6'(+3" $&" D+&+*'<$E+3" F)'&($-$+*" =/+,*5" $?" (/'(" -
Theodore Sider, Logic for Philosophy, Oxford: Oxford Univer- Sity Press, 2010, 304
114 Prolegomena 11 (1) 2012 Morange, Michel. 2000. A History of Molecular Biology (Cambridge, MA: Har- vard University Press). Müller-Wille, Staffan, and Hans-Jörg Rheinberger. 2009. Vererbung: Geschichte und Kultur eines biologischen Konzepts (Frankfurt/M: Fischer). Olby, Robert Cecil. 1974. The Path to the Double Helix: The Discovery of DNA (London: Macmillan). Rheinberger, Hans-Jörg. 1997. Toward a History of Epistemic Things: Synthesiz- ing Proteins in the Test Tube (Stanford, CA: Stanford University Press). Stubbe, Hans. 1972. History of Genetics: From Prehistoric Times to the Redis- covery of Mendel’s Laws (Cambridge, MA: MIT Press). Sturtevant, Alfred Henry. 2001. A History of Genetics (Cold Spring Harbour, NY: CSHL Press). Waters, C. Kenneth. 2004. “What was classical genetics?” Studies in History and Philosophy of Science 35, 783–809. Robert Meunier Max Planck Institute for the History of Science Boltzmannstraße 22 14195 Berlin [email protected] Theodore Sider, Logic for Philosophy , Oxford: Oxford Univer- sity Press, 2010, 304 pp. Sider’s book is a welcomed addition to the series of logic textbooks pub- lished by Oxford University Press, taking its place as a good introduction aiming to provide a great supportive textbook for students of philosophy from the beginning of their education to the very end, and serving as a valuable handbook afterwards helping them in their research in areas of philosophy which employ a considerable amount of formal logic, includ - ing, but not limited to, metaphysics, epistemology, philosophy of language and philosophy of science. It is interesting to notice that the book was dedicated to perhaps one of the most influential contemporary philosophers, Ed Gettier, and, while this is not worthwhile information per se, it sets the tone for the entire Recenzije • Book Reviews 115 book, setting its scope to provide a clear and precise logic textbook for students not specializing in logic. -
Conjunction Is Parallel Computation∗
Proceedings of SALT 22: 403–423, 2012 Conjunction is parallel computation∗ Denis Paperno University of California, Los Angeles Abstract This paper proposes a new, game theoretical, analysis of conjunction which provides a single logical translation of and in its sentential, predicate, and NP uses, including both Boolean and non-Boolean cases. In essence it analyzes conjunction as parallel composition, based on game-theoretic semantics and logical syntax by Abramsky(2007). Keywords: conjunction, quantifier independence, game theoretic semantics 1 Introduction An adequate analysis of conjunction and should provide a uniform analysis of the meaning of and across its various uses. It should apply to various instances of coordinate structures in a compositional fashion, and capture their interpretational properties. In this paper I develop a proposal that unifies Boolean conjunction of sentences with collective (plural), branching, as well as respectively readings of coordinate NPs. A well-known problem for the Boolean approach to conjunction (Gazdar 1980; Keenan & Faltz 1985; Rooth & Partee 1983) are plural readings of coordinate NPs, as in John and Mary are a nice couple, which occur in the context of collective (group) predicates. While in many contexts John and Mary can be interpreted as a generalized quantifier Ij ^ Im, predicates like meet, be a nice couple, be the only survivors etc. force a group construal of coordinate referential NPs. And applied to properly quantified NPs can produce a quantifier branching reading (Barwise 1979). Sum formation can be seen as a special case of branching: essentially, plurality formation is branching of Montagovian individuals. I will focus here on NPs with distributive universal quantifiers, such as: (1) Every man and every woman kissed (each other). -
GENERALIZED QUANTIFIERS, and BEYOND Hanoch Ben-Yami
GENERALIZED QUANTIFIERS, AND BEYOND 1 Hanoch Ben-Yami ABSTRACT I show that the contemporary dominant analysis of natural language quantifiers that are one-place determiners by means of binary generalized quantifiers has failed to explain why they are, according to it, conservative. I then present an alternative, Geachean analysis, according to which common nouns in the grammatical subject position are logical subject-terms or plural referring expressions, and show how it does explain that fact and other features of natural language quantification. In recent decades there has been considerable advance in our understanding of natural language quantifiers. Following a series of works, natural language quantifiers that are one-place determiners are now analyzed as a subset of generalized quantifiers: binary restricted ones. I think, however, that this analysis has failed to explain what is, according to it, a significant fact about those quantifiers; namely, why one-place determiners realize only binary restricted quantifiers, although the latter form just a small subset of the totality of binary quantifiers. The need for an explanation has been recognized in the literature; but, I shall argue, all the explanations that have been provided fail. By contrast to this analysis, a Geachean analysis of quantification, according to which common nouns in the grammatical subject position are logical subject-terms or plural referring expressions, does explain this fact; in addition, it also explains the successes and failure of the generalized quantifiers analysis. I present the Geachean analysis below and develop these explanations. In this way, the fact that only specific quantifiers of all logically possible ones are realized in natural language is emphasized as one that should be explained; and the ability of competing theories to supply one should be a criterion for deciding between them. -
The Bound Variable Hierarchy and Donkey Anaphora in Mandarin Chinese
The Bound Variable Hierarchy and Donkey Anaphora in Mandarin Chinese Haihua Pan and Yan Jiang City University of Hong Kong / London University Cheng and Huang (1996) argue that both unselective binding and E-type pro- noun strategies are necessary for the interpretation of natural language sentences and claim that there exists a correspondence between two sentence types in Chinese and the two strategies, namely that the interpretation of the “wh … wh” construction (which they call “bare conditional”) employs the unselective binding strategy, while the ruguo ‘if’ and dou ‘all’ conditionals use the E-type pronoun strategy. They also suggest that there is a complementary distribution between bare conditionals and ruguo/dou conditionals in the sense that the lat- ter allows all the NP forms, e.g. (empty) pronouns and definite NPs, except for wh-phrases in their consequent clauses, and can even have a consequent clause with no anaphoric NP in it, while the former permits only the same wh-phrase appearing in both the antecedent clause and the consequent clause. Although we agree with Cheng and Huang on the necessity of the two strategies in natural language interpretation, we see apparent exceptions to the correspondence between sentence types and interpretation strategies and the complementary distribution between wh-phrases and other NPs in bare conditionals and ruguo/dou conditionals. We think that the claimed correspondence and comple- mentary distribution are the default or preferred patterns, or a special case of a more general picture, namely that (i) bare conditionals prefer the unselective binding strategy and the ruguo ‘if’ and dou ‘all’ conditionals, the E-type pronoun strategy; and (ii) wh-phrases are more suitable for being a bound variable, and pronouns are more suitable for being the E-type pronoun. -
Durham E-Theses
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by Durham e-Theses Durham E-Theses Realism, Truthmakers, and Language: A study in meta-ontology and the relationship between language and metaphysics MILLER, JAMES,TIMOTHY,MATTHEW How to cite: MILLER, JAMES,TIMOTHY,MATTHEW (2014) Realism, Truthmakers, and Language: A study in meta-ontology and the relationship between language and metaphysics, Durham theses, Durham University. Available at Durham E-Theses Online: http://etheses.dur.ac.uk/10696/ Use policy The full-text may be used and/or reproduced, and given to third parties in any format or medium, without prior permission or charge, for personal research or study, educational, or not-for-prot purposes provided that: • a full bibliographic reference is made to the original source • a link is made to the metadata record in Durham E-Theses • the full-text is not changed in any way The full-text must not be sold in any format or medium without the formal permission of the copyright holders. Please consult the full Durham E-Theses policy for further details. Academic Support Oce, Durham University, University Oce, Old Elvet, Durham DH1 3HP e-mail: [email protected] Tel: +44 0191 334 6107 http://etheses.dur.ac.uk 2 REALISM, TRUTHMAKERS, AND LANGUAGE A STUDY IN META-ONTOLOGY AND THE RELATIONSHIP BETWEEN LANGUAGE AND METAPHYSICS A thesis submitted for the degree of Doctor of Philosophy by James Timothy Matthew Miller Department of Philosophy University of Durham 2014 i I confirm that no part of the material contained in this thesis has previously been submitted for any degree in this or any other university. -
Lecture 5. Noun Phrases and Generalized Quantifiers
Formal Semantics, Lecture 5 Formal Semantics, Lecture 5 Barbara H. Partee, RGGU March 25, 2004 p. 1 Barbara H. Partee, RGGU March 25, 2004 p. 2 Lecture 5. Noun Phrases and Generalized Quantifiers It is a fact of logic ((Curry 1930), Schönfinkel; see (Kneale and Kneale 1962)) that any function which applies to two arguments can be equivalently replaced by a function that 1. Function-argument structure, syntactic categories, and semantic types. ...........................................................1 applies to one argument and gives as result another function which applies to the other 2. NPs as Generalized Quantifiers. (continued).....................................................................................................2 argument, so in place of the original f(x,y) = z we can have f’(y)(x) = z , where the value of 3. Semantic explanations of linguistic phenomena: a case study............................................................................4 f’(y) itself is a function that applies to x. 3.1. “Weak” determiners and existential sentences (there-sentences). ..............................................................4 3.2. Weak determiners in Russian – how to test? ...............................................................................................6 3.2.1. Questions and preliminary hypotheses. ................................................................................................6 (Note: we want to apply the verb to its “second” argument first, because the verb combines 3.2.2 Results of seminar