Jaegwon Kim définissait une propriété intrinsèque comme une propriété compatible avec le fait que l'objet ne serait accompagné d'aucun autre être contingent. Mais cela impliquerait que la solitude serait une propriété intrinsèque, or c'est une propriété extrinsèque. Les auteurs définissent une propriété intrinsèque de base comme une propriété indépendante de la solitude et de l'accompagnement et qui n'est ni une propriété disjonctive ni une négation de propriété disjonctive. Deux doubles intrinsèques sont des objets qui ont toutes les mêmes propriétés intrinsèques (...) de base. Une propriété intrinsèque peut dès lors être définie comme une propriété qui ne peut jamais différer entre deux doubles. Cette définition est ensuite appliquée à différents problèmes. Si les lois de la nature sont absolument nécessaires ou qu'un être nécessaire existe, de nombreuses connexions deviendraient alors des propriétés intrinsèques et il sera nécessaire de conserver un sens à la possibilité que ces connexions nécessaires auraient pu ne pas exister. Les propriétés dispositionnelles seront intrinsèques ou non, selon la conception des lois de la nature. Il est possible de suivre les conséquences de la définition, en amendant éventuellement d'autres concepts. La définition peut aussi s'appliquer aux relations. Les auteurs comparent aussi leur définition à d'autres définitions antérieurement données par David Lewis et Peter Vallentyne. Jaegwon Kim had defined an intrinsic property as a property that does not imply that the object is accompanied by another contingent being. But this would imply that loneliness would be an intrinsic property, whereas it is an extrinsic property. The authors define a basic intrinsic property as a property independent from accompaniment or loneliness and which is neither a disjunctive property nor a negation of a disjunctive property. Two intrinsic duplicates are objects which have all the same basic intrinsic properties. An intrinsic property can be defined as a property which can never differ between duplicates. This definition is then applied to different problems. If laws of nature are necessary or if a necessary being exists, many connections will turn out to be intrinsic properties and it will be necessary to keep a sense of possibility according to which those necessary connections could have not obtained. Dispositions will be intrinsic or extrinsic depending on the conception of the laws of nature. It is possible to follow this definition of intrinsicness if one amends other concepts. The definition can also be applied to relations. The article ends by comparing this definition with previous ones by David Lewis and Peter Vallentyne. (shrink)
Theories of children's developing understanding of mind tend to emphasize either individualistic processes of theory formation, maturation, or introspection, or the process of enculturation. However, such theories must be able to account for the accumulating evidence of the role of social interaction in the development of social understanding. We propose an alternative account, according to which the development of children's social understanding occurs within triadic interaction involving the child's experience of the world as well as communicative interaction with others about (...) their experience and beliefs (Chapman 1991; 1999). It is through such triadic interaction that children gradually construct knowledge of the world as well as knowledge of other people. We contend that the extent and nature of the social interaction children experience will influence the development of children's social understanding. Increased opportunity to engage in cooperative social interaction and exposure to talk about mental states should facilitate the development of social understanding. We review evidence suggesting that children's understanding of mind develops gradually in the context of social interaction. Therefore, we need a theory of development in this area that accords a fundamental role to social interaction, yet does not assume that children simply adopt socially available knowledge but rather that children construct an understanding of mind within social interaction. Key Words: language; Piaget; social interaction; theories of mind; Vygotsky; Wittgenstein. (shrink)
This article addresses five research questions: What specific behaviors are described in the literature as ethical or unethical? What percentage of business people are believed to be guilty of unethical behavior? What specific unethical behaviors have been observed by bank employees? How serious are the behaviors? Are experiences and attitudes affected by demographics? Conclusions suggest: There are seventeen categories of behavior, and that they are heavily skewed toward internal behaviors. Younger employees have a higher level of ethical consciousness than older (...) employees. The longer one works for a company, the more one may look to job security as a priority; this can lead to rationalizing or overlooking apparently unethical behaviors. More emphasis is needed on internal behaviors with particular attention on the impact that external behaviors have on internal behaviors. (shrink)
We explore three types of criticisms of our theory on the development of children's social understanding. We reject suggestions that we offer nothing new to traditional theories of development or recent “social” accounts of “theory of mind.” Second, we take the point that there are grounds for improving our account of dyadic interaction in infancy but reject claims that we have not sufficiently accounted for how we incorporate the notions of criteria and structure into the theory. Third, we accept that (...) the epistemic triangle, as defined, would benefit from an affective dimension and such a formulation could be used to describe the dynamic of developmental change from infancy to beyond early childhood. We still feel that the combination of Wittgenstein, Vygotsky, and Piaget remains as an antidote to the flaws in current “theories of mind” approaches to social understanding. (shrink)
This article describes how a unique high school programme, not formally designed to teach moral principles or character lessons, contributed substantially to the character education of its students. Graduates over 20 years old were interviewed ( n =106) and completed a questionnaire ( n =204). Findings suggest the programme teachers helped students develop character attributes by providing a desirable character education environment. A majority of students reported that the programme was personalised, practical and, in many cases, life changing. A majority (...) of the students also indicated that the programme helped them develop an appreciation and respect for others and the environment, while helping them prepare for higher education. We present this programme as a model for character education at the high school level. Details are presented so that the programme can be replicated in other settings. We conclude that the success of this programme can be understood in terms of teachers' willingness to encourage students to take responsibility for their lives, and their learning through modeling of high character values, use of an integrated and experiential curriculum, and employment of a dialogical perspective on active education. (shrink)
The longstanding interest in business ethics has been given renewed emphasis by high profile scandals in the world of business and finance. At the same time, many economists--dissatisfied with the discipline's emphasis on self-interest and individualism and by the asocial nature of much economic theory--have sought to englarge the scope of economics by looking at ethical questions. In Ethics and Economic Affairs a group of interdisciplinary scholars provide contributions on international interest in this aspect of socio-economics and economic-psychology. The book (...) is divided into four parts. The first looks at Business Ethics and Management. Part Two enlivens the debate with empirical data. The third part examines the implications for economic theory and asks if the integration of ethics in the economy is possible or if they are fundamentally different systems. Part Four introduces perspectives from other disciplines, sets economics within its wider context and looks to the future. The editors have brought together a group of contributors from nine different countries and a broad range of disciplines, including: Norman E. Bowie, Monroe Burk, Amitai Etzioni, Richard H. Guerette, Ralph E. Miner, Lynne M. Rosansky, N. Craig Smith, Roberts Stallaerts, Philip Stone and John Tomer. (shrink)
In his new paper, “Eligibility and Inscrutability,” J. R. G. Williams presents a surprising new challenge to David Lewis’ theory of interpretation. Although Williams frames this challenge primarily as a response to Lewis’ criticisms of Putnam’s model-theoretic argument, the challenge itself goes to the heart of Lewis’ own account of interpretation. Further, and leaving Lewis’ project aside for a moment, Williams’ argument highlights some important—and some fairly general—points concerning the relationship between model theory and semantic determinacy.
David Lewis (1983, 1988) and Laurence Nemirow (1980, 1990) claim that knowing what an experience is like is knowing-how, not knowing-that. They identify this know-how with the abilities to remember, imagine, and recognize experiences, and Lewis labels their view ‘the Ability Hypothesis’. The Ability Hypothesis has intrinsic interest. But Lewis and Nemirow devised it specifically to block certain anti-physicalist arguments due to Thomas Nagel (1974, 1986) and Frank Jackson (1982, 1986). Does it?
Many writers have held that in his later work, David Lewis adopted a theory of predicate meaning such that the meaning of a predicate is the most natural property that is (mostly) consistent with the way the predicate is used. That orthodox interpretation is shared by both supporters and critics of Lewis's theory of meaning, but it has recently been strongly criticised by Wolfgang Schwarz. In this paper, I accept many of Schwarze's criticisms of the orthodox interpretation, and (...) add some more. But I also argue that the orthodox interpretation has a grain of truth in it, and seeing that helps us appreciate the strength of Lewis's late theory of meaning. References T. Bays. The Problem with Charlie: Some Remarks on Putnam, Lewis and Williams. Philosophical Review 116:401–425, 2007. http://dx.doi.org/10.1215/00318108-2007-003 J. Hawthorne. Craziness and Metasemantics. Philosophical Review 116:427–440, 2007. http://dx.doi.org/10.1215/00318108-2007-004 R. Holton. David Lewis's Philosophy of Language. Mind and Language 18:286-295, 2003. http://dx.doi.org/10.1111/1468-0017.00228 D. Lewis. Convention: A Philosophical Study. Cambridge, Harvard University Press, 1969. D. Lewis. Radical Interpretation. Synthese 27:331–344, 1974. http://dx.doi.org/10.1007/BF00484599 D. Lewis. Languages and Language. In Minnesota Studies in the Philosophy of Science, 7:3–35. Minneapolis: University of Minnesota Press, 1975. D. Lewis. Attitudes De Dicto and De Se. Philosophical Review 88: 513–543, 1979. http://dx.doi.org/10.2307/2184843 D. Lewis. Mad Pain and Martian Pain. In Ned Block, editor, Readings in the Philosophy of Psychology, pages 216-232. Cambridge: Harvard University Press, 1980. D. Lewis. New Work for a Theory of Universals. Australasian Journal of Philosophy 61: 343–377, 1983. http://dx.doi.org/10.1080/00048408312341131 D. Lewis. Putnam's Paradox. Australasian Journal of Philosophy 62: 221-236, 1984. http://dx.doi.org/10.1080/00048408412340013 D. Lewis. On the Plurality of Worlds. Oxford: Blackwell Publishers, 1986. D. Lewis. Meaning without Use: Reply to Hawthorne. Australasian Journal of Philosophy 70: 106-110, 1992. http://dx.doi.org/10.1080/00048408112340093 D. Lewis.. Reduction of Mind. In Samuel Guttenplan, editor, A Companion to the Philosophy of Mind, pages 412–431. Oxford: Blackwell, 1994. Reprinted in Lewis 1999. References to reprint. D. Lewis. Papers in Metaphysics and Epistemology. Cambridge: Cambridge University Press, 1999. http://dx.doi.org/10.1017/CBO9780511625343 W. Schwarz. Lewisian Meaning without Naturalness. Unpublished manuscript, 2006. W. Schwarz. David Lewis: Metaphysik und Analyse. Paderborn: Mentis-Verlag, 2009. T. Sider. Criteria of Personal Identity and the Limits of Conceptual Analysis. Philosophical Perspectives 15: 189–209, 2001a. T. Sider. Four-Dimensionalism. Oxford: Oxford University Press, 2001b. http://dx.doi.org/10.1093/019924443X.001.0001 T. Sider. Writing the Book of the World. Oxford: Oxford University Press, 2012. PMCid:3539916 R. Stalnaker. Lewis on Intentionality. Australasian Journal of Philosophy 82: 199–212, 2004. http://dx.doi.org/10.1080/713659796 B. Weatherson. What Good Are Counterexamples?. Philosophical Studies 115: 1-31, 2003. http://dx.doi.org/10.1023/A:1024961917413 B. Weatherson. Vagueness as Indeterminacy. In Richard Dietz and Sebastiano Moruzzi, editors, Cuts and Clouds: Vaguenesss, its Nature and its Logic, pages 77–90. Oxford: Oxford University Press, 2010. http://dx.doi.org/10.1093/acprof:oso/9780199570386.003.0005 J. R. G. Williams. Eligibility and Inscrutability. Philosophical Review 116: 361-399, 2007. http://dx.doi.org/10.1215/00318108-2007-002. (shrink)
C I Lewis showed up Down Under in 2005, in e-mails initiated by Allen Hazen of Melbourne. Their topic was the system Hazen called FL (a Funny Logic), axiomatized in passing in Lewis 1921. I show that FL is the system MEN of material equivalence with negation. But negation plays no special role in MEN. Symbolizing equivalence with → and defining ∼A inferentially as A→f, the theorems of MEN are just those of the underlying theory ME of pure (...) material equivalence. This accords with the treatment of negation in the Abelian l-group logic A of Meyer and Slaney (Abelian logic. Abstract, Journal of Symbolic Logic 46, 425–426, 1981), which also defines ∼A inferentially with no special conditions on f. The paper then concentrates on the pure implicational part AI of A, the simple logic of Abelian groups. The integers Z were known to be characteristic for AI, with every non-theorem B refutable mod some Zn for finite n. Noted here is that AI is pre-tabular, having the Scroggs property that every proper extension SI of AI, closed under substitution and detachment, has some finite Zn as its characteristic matrix. In particular FL is the extension for which n = 2 (Lewis, The structure of logic and its relation to other systems. The Journal of Philosophy 18, 505–516, 1921; Meyer and Slaney, Abelian logic. Abstract. Journal of Symbolic Logic 46, 425–426, 1981; This is an abstract of the much longer paper finally published in 1989 in G. G. Priest, R. Routley and J. Norman, eds., Paraconsistent logic: essays on the inconsistent, Philosophica Verlag, Munich, pp. 245–288, 1989). (shrink)
The views of David Lewis and the Meinongians are both often met with an incredulous stare. This is not by accident. The stunned disbelief that usually accompanies the stare is a natural first reaction to a large ontology. Indeed, Lewis has been explicitly linked with Meinong, a charge that he has taken great pains to deny. However, the issue is not a simple one. "Meinongianism" is a complex set of distinctions and doctrines about existence and predication, in addition (...) to the famously large ontology. While there are clearly non-Meinongian features of Lewis' views, it is our thesis that many of the characteristic elements of Meinongian metaphysics appear in Lewis' theory. Moreover, though Lewis rejects incomplete and inconsistent Meinongian objects, his ontology may exceed that of a Meinongian who doesn't accept his possibilia. Thus, Lewis explains the truth of "there might have been talking donkeys" by appealing to possibilia which are talking donkeys. But the Meinongian need not accept that there exist things which are talking donkeys. Indeed, we show that a Meinongian even need not accept that there are nonexistent things which are talking donkeys! (shrink)
In this article I sketch G. N. Lewis’s views on chemical bonding and Linus Pauling’s attempt to preserve Lewis’s insights within a quantum‐mechanical theory of the bond. I then set out two broad conceptions of the chemical bond, the structural and the energetic views, which differ on the extent in which they preserve anything like the classical chemical bond in the modern quantum‐mechanical understanding of molecular structure. †To contact the author, please write to: Department of Philosophy, Durham University, (...) 50 Old Elvet, Durham DH1 3HN, UK; e‐mail: firstname.lastname@example.org. (shrink)
We argue that certain modal questions raise serious problems for a modal metaphysics on which we are permitted to quantify unrestrictedly over all possibilia. In particular, we argue that, on reasonable assumptions, both David Lewis's modal realism and Timothy Williamson's necessitism are saddled with the remarkable conclusion that there is some cardinal number of the form N α such that there could not be more than N α -many angels in existence. In the last section, we make use of (...) similar ideas to draw a moral for a recent debate in meta-ontology. (shrink)
Are there, in addition to the various actual objects that make up the world, various possible objects? Are there merely possible people, for example, or merely possible electrons, or even merely possible kinds? We certainly talk as if there were such things. Given a particular sperm and egg, I may wonder whether that particular child which would result from their union would have blue eyes. But if the sperm and egg are never in fact brought together, then there is no (...) actual object that my thought is about.1 Or again, in the semanti cs for modal logic we presuppose an ontology of possibilia twice over.2 For first, we coutenance various possible worlds, in addition to the actual world; and second, each of these worlds is taken to be endowed with its own domai n of objects. These will be the actual objects of the world in question, but they need not be actual simpliciter, i.e., actual objects of our world. W ha t a r e w e t o m a k e o f such discourse? There are four options: (i) the discourse is taken to be unintelligible; (ii) it is taken to be intelligible but nonfactual, i.e. as not in the business of stating facts; (iii) it is taken to be factual but reducible to discourse involving no reference to possibilia; (iv) it is taken to be both factual and irreducible.3 These options range from a fullblooded form of actualism at one extreme to a full-blooded form of possibilism at the other. The two intermediate positions are possibilist in that they accept the intelligibility of possibilist discourse but actualist in that they attempt to dispense with its prima facie commitment to possibilia. All four positions have found advocates in the literature. Quine, in his less irenic moments, favours option (i); Forbes (, p. 94) advocates option (ii), at least for certain parts of possibilist discourse; many philosophers, including Adams  and myself, opt for (iii); while Lewis  and Stalnaker  have endorsed versions of (iv), that differ in how full-blooded they take the possible objects to be.. (shrink)
David Lewis’s counterfactual analysis of cause consisted of the counterfactual conditional closed under transitivity.2 Namely, a sufﬁcient condition for A’s being a cause of C is that ∼A > ∼C be true; and a necessary as well as sufﬁcient condition is that there be a series of true counterfactuals ∼A > ∼E1, ∼E1 > ∼E2, . . . , ∼En >∼C (n > 0).
A god is a cosmic designer-creator. Atheism says the number of gods is 0. But it is hard to defeat the minimal thesis that some possible universe is actualized by some possible god. Monotheists say the number of gods is 1. Yet no degree of perfection can be coherently assigned to any unique god. Lewis says the number of gods is at least the second beth number. Yet polytheists cannot defend an arbitrary plural number of gods. An alternative is (...) that, for every ordinal, there is a god whose perfection is proportional to it. The n -th god actualizes the best universe(s) in the n -th level of an axiological hierarchy of possible universes. Despite its unorthodoxy, ordinal polytheism has many metaphysically attractive features and merits more serious study. (shrink)
From early work of N. Goodman to recent approaches by H. Field and D. Lewis, there have been attempts to combine 2nd order languages with calculi of individuals. This paper is a contribution, containing basic denitions and distinctions and some metatheorems, to the development of a general metatheory of such theories.
Theoria , the international Swedish philosophy journal, was founded in 1935. Its contributors in the first 75 years include the major Swedish philosophers from this period and in addition a long list of international philosophers, including A. J. Ayer, C. D. Broad, Ernst Cassirer, Hector Neri Castañeda, Arthur C. Danto, Donald Davidson, Nelson Goodman, R. M. Hare, Carl G. Hempel, Jaakko Hintikka, Saul Kripke, Henry E. Kyburg, Keith Lehrer, Isaac Levi, David Lewis, Gerald MacCallum, Richard Montague, Otto Neurath, Arthur (...) N. Prior, W. V. Quine, Nicholas Rescher, Ernest Sosa, Robert C. Stalnaker, P. F. Strawson, Patrick Suppes, Johan van Benthem, Georg Henrik von Wright and many others. Hempel's confirmation paradoxes, Ross's deontic paradox, Montague's universal grammar and Lindström's theorem are among the contributions to philosophy that were first published in Theoria. (shrink)
Are there, in addition to the various actual objects that make up the world, various possible objects? Are there merely possible people, for example, or merely possible electrons, or even merely possible kinds? We certainly talk as if there were such things. Given a particular sperm and egg, I may wonder whether that particular child which would result from their union would have blue eyes. But if the sperm and egg are never in fact brought together, then there is no (...) actual object that my thought is about.1 Or again, in the semanti cs for modal logic we presuppose an ontology of possibilia twice over.2 For first, we coutenance various possible worlds, in addition to the actual world; and second, each of these worlds is taken to be endowed with its own domai n of objects. These will be the actual objects of the world in question, but they need not be actual simpliciter, i.e., actual objects of our world. W ha t a r e w e t o m a k e o f such discourse? There are four options: (i) the discourse is taken to be unintelligible; (ii) it is taken to be intelligible but nonfactual, i.e. as not in the business of stating facts; (iii) it is taken to be factual but reducible to discourse involving no reference to possibilia; (iv) it is taken to be both factual and irreducible.3 These options range from a fullblooded form of actualism at one extreme to a full-blooded form of possibilism at the other. The two intermediate positions are possibilist in that they accept the intelligibility of possibilist discourse but actualist in that they attempt to dispense with its prima facie commitment to possibilia. All four positions have found advocates in the literature. Quine, in his less irenic moments, favours option (i); Forbes (, p. 94) advocates option (ii), at least for certain parts of possibilist discourse; many philosophers, including Adams  and myself, opt for (iii); while Lewis  and Stalnaker  have endorsed versions of (iv), that differ in how full-blooded they take the possible objects to be. My focus in the present article is on the third option.. (shrink)
I show how a de se belief ascription such as "Privatus believes that he himself is rich" may be dealt with by means of a scope distinction over and above that one separating de dicto and de re ascriptions. The idea is, roughly, that 'Privatus...himself' forms in this statement a unity, a single "spread" sign that is at the same time in a de re and de dicto position. If so, H-N. Castañeda's contention that the "quasi-indicator" 'he himself' ('she herself', (...) 'it itself') belongs to a "unique, irreducible logical category" of singular terms is, at best, misleading. Further, my account is superior to the well-known theories of R. Chisholm and D. Lewis, according to which de se ascriptions state that the believer "directly attributes properties to himself or herself". 1. Introduction 2. Chisholm and Lewis on de se belief ascriptions 3. Fregean and Sellarsian theories of belief ascriptions 4. Geach on the reflexive pronoun 5. Admiring and self-admiring 6. A solution to the problem de se belief ascriptions 7. Belief de se 8. Conclusion. (shrink)
Peter Lewis () has recently argued that the wavefunction collapse theory of GRW (Ghirardi, Rimini and Weber ) can only solve the problem of wavefunction tails at the expense of predicting that arithmetic does not apply to ordinary macroscopic objects. More specifically, Lewis argues that the GRW theory must violate the enumeration principle: that 'if marble 1 is in the box and marble 2 is in the box and so on through marble n, then all n marbles are (...) in the box' (, p. 321). Ghirardi and Bassi () have replied that it is meaningless to say that the enumeration principle is violated because the wavefunction Lewis uses to exhibit the violation cannot persist, according to the GRW theory, for more than a split second (, p. 709). On the contrary, we argue that Lewis's argument survives Ghirardi and Bassi' s criticism unscathed. We then go on to show that, while the enumeration principle can fail in the GRW theory, the theory itself guarantees that the principle can never be empirically falsified, leaving the applicability of arithmetical reasoning to both micro- and macroscopic objects intact. (shrink)
Nelson, L. The impossibility of the "Theory of knowledge."--Moore, G. E. Four forms of skepticism.--Lehrer, K. Skepticism & conceptual change.--Quine, W. V. Epistemology naturalized.--Rozeboom, W. W. Why I know so much more than you do.--Price, H. H. Belief and evidence.--Lewis, C. I. The bases of empirical knowledge.--Malcolm, N. The verification argument.--Firth, R. The anatomy of certainty.--Chisholm, R. M. On the nature of empirical evidence.--Meinong, A. Toward an epistemological assessment of memory.--Brandt, R. The epistemological status of memory beliefs.--Malcolm, N. A (...) definition of factual memory.--Martin, C. B. and Deutscher, M. Remembering.--Ayer, A. J. Basic propositions.--Reichenbach, H. Are phenomenal reports absolutely certain?--Goodman, N. Sense and certainty.--Lewis, C. I. The given element in empirical knowledge.--Alston, W. Varieties of privileged access.--Schlick, M. The foundation of knowledge.--Russell, B. Epistemological premisses, basic propositions, and factual premisses.--Firth, R. Coherence, certainty, and epistemic priority.--Sellars, W. Empiricism and the philosophy of mind.--Quinton, A. The foundations of knowledge. (shrink)
Henry M. Sheffer: a bibliography (p. xv-xvi)--Structure: A formulation of the logic of sense and denotation, by A. Church. Notes on the logic of intension, by C.I. Lewis. The logic of terms, by J.W. Miller. Two-valued truth tables for modal functions, by H.S. Leonard. N-valued Boolean algebra, by P. Henle. Triangular matrices determined by two sequences, by L.L. Silverman. The ordered pair in number theory, by W.V. Quine.
This volume provides a balanced set of reviews which introduce the central topics in the philosophy of time. This is the first introductory anthology on the subject to appear for many years; the contributors are distinguished, and two of the essays are specially written for this collection. In their introduction, the editors summarize the background to the debate, and show the relevance of issues in the philosophy of time for other branches of philosophy and for science. Contributors include J.M.E. McTaggart, (...) Arthur N. Prior, D.H. Mellor, Sydney Shoemaker, Graeme Forbes, Lawrence Sklar, Michael Dummett, David Lewis, W.H. Newton-Smith, and Anthony Quinton. (shrink)
Fish, S. Georgics of the mind: Bacon's philosophy and the experience of his Essays.--Brett, R. L. Thomas Hobbes.--Watt, I. Realism and the novel.--Tuveson, E. Locke and Sterne.--Kampf, L. Gibbon and Hume.--Frye, N. Blake's case against Locke.--Abrams, M. H. Mechanical and organic psychologies of literary invention.--Ryle, G. Jane Austen and the moralists.--Schneewind, J. B. Moral problems and moral philosophy in the Victorian period.--Donagan, A. Victorian philosophical prose: J. S. Mill and F. H. Bradley.--Pitcher, G. Wittgenstein, nonsense, and Lewis Carroll.--Bolgan, A. (...) C. The philosophy of F. H. Bradley and the mind and art of T. S. Eliot: an introduction.--Davie, D. Yeats, Berkeley, and Romanticism.--Ross, M. L. The mythology of friendship: D. H. Lawrence, Bertrand Russell, and "The Blind man".--Rosenbaum, S. P. The philosophical realism of Virginia Woolf.--Bibliography (p. 357-360). (shrink)
An arithmetical language, whose words are natural numbers written in hexadecimal numeration system, is defined and its applications for the representation, analysis and decision of formulae of some logical and normative systems are described and illustrated.The formulae, operations and relations of the represented system are associated as follows respectively to the numbers and the arithmetical operations and relations of the proposed language:1. Each well-formed-formula of the system is associated to a number of a set of natural numbers between zero (associated (...) to all tautologies and theses) and the binary supremum Φ of the set (Φ is associated to all contradictions and antitheses and his value is 2n-1, n depending on system’s dimensions and structure).2. Negation of a formula and disjonction and conjonction of t wo other more formulae of the system are associated respectively to the binary complement Φ-N(f) of the number associated to the first and to the binary infimun and supremum of the numbers associated to the last.3. The logical relations “f1 implies f2” (f1 -> f2), “f1 is incompat.ible with f2” (f1|f2), “f1 is the contradictory opposite of f2” (f1wf2) and “f1 is alternative to f2” (f1vf2) are true in the represented system if and only if the associated arithmetical relations, respectively “N(f1) absorbs arithmetically N(f2)”, “binary supremum of N(f1) and N(f2) is equal to Φ”, “sum of of N(f1) and N(f2) is equal to Φ” and “binary infimum of N(f1) and N(f2) is equal to 0”, are true.The applications of the proposed arithmetical language as very rapid and simplified tool of analysis and decision method are shown for the following systems: propositional logic, syllogistic, some deontic and alethic modal systems and some normative systems of statutory law:1. In the propositional logic, after fixing the maximum of variables considered, the numbers associated to these variables and to the contradictions are calculated. On this permanent basis, the evaluation of a farmula (especially in the case of many occurrences of many variables) is performed by the calculation of the associated number faster as in the traditional way.2. In the syllogistic, after the calculation of the number associated to each type of premise or conclusion, an arithmetical table of syllogisms shows that a proposed syllogism is valid if and only if the binary supremum of the numbers associated to the premises absorbs arithmetically the number associated to the conclusion. It is well-known that the search of this sort of arithmetization of syllogistic and the study of its possibilitiy has been a recurrent topic in modern logic, from Leibniz to Łukasiewicz and to-day.3. In a deontic equivalent:ial system who includes Von Wright’s deontic system of 1982 far norms of the first order, the calculation of the numbers associated to an types of permission and obligation sentences allows the im mediate arithmetical verification of an the classical relations between those sentences. The same is shown for an alethic modal system including the modlities of the first order of Lewis’s S5.4. For normative systems of statutory law, the arithmetical verification of the logical and normative relations is shown in precedent author’s papers -especially in recent “The ‘Ars Judicandi.’ Programme”-, though not yet in hexadecimal numeration system but only in binary and decimal ones.In all the represented systems, the arithmetical verification of the metalogical properties of the system -consistency and completeness- is performed in a very easy and rapid manner, after the arithmetic representation of the axiomatic basis of the latter by a system of equations. (shrink)
Mackie, J. L. Causes and conditions.--Taylor, R. The metaphysics of causation.--Scriven, M. Defects of the necessary condition analysis of causation.--Kim, J. Causes and events: Mackie on causation.--Anscombe, G. E. M. Causality and determination.--Davidson, D. Causal relations.--Wright, G. H. von. On the logic and epistemology of the causal relation.--Ducasse, C. J. On the nature and the observability of the causal relation.--Sellars, W. S. Counterfactuals.--Chisholm, R. M. Law statements and counterfactual inference.--Rescher, N. Belief-contravening suppositions and the problem of contrary-to-fact conditionals.--Stalnaker, R. A (...) theory of conditionals.--Lewis, D. Causation.--Kim, J. Causes and counterfactuals. (shrink)
give a proof of the existence of nonlocal influences acting on correlated spin-1/2 particles in the singlet state which does not require any particular interpretation of quantum mechanics (QM). (Except Stapp holds that the proof fails under a many-worlds interpretation of QM—a claim we analyse in 1.2.) Recently, in responding to Redhead's (, pp. 90-6) criticism that the Stapp 1 proof fails under an indeterministic interpretation of QM, Stapp  (henceforth Stapp 2), has revised the logical structure of his proof (...) including its crucial locality assumption. Our main aim is to show that this revision is a step in the wrong direction because it faces two difficulties which undermine the resulting proof's significance (3.1) and validity (3. 2). We also clarify and extend the Stapp 1 proof (1. 1) with the aid of Lewis' analysis of counterfactuals (1. 2) and causal dependence (2. 2 and 2. 3). In so doing, we are able to identify two new defects in the Stapp 1 proof (1. 3 and 2. 1) in addition to corroborating Redhead's criticism (2. 2). Also, the additional assumptions which save the Stapp 1 proof's validity are detailed (2. 3) and some new difficulties for the determinist are pointed out by exploiting a slightly extended version of the proof (2. 4). In providing this full analysis of the Stapp 1 proof, we also construct the necessary framework within which to provide a critique of Stapp 2's proof (3). *Portions of this paper were presented by R. K. Clifton to the 1988 British Society for the Philosophy of Science Conference at the University of Southampton. R. K. Clifton wishes to thank the Natural Sciences and Engineering Research Council of Canada, the Royal Commission for the Exhibition of 1851, and the Governing Body of Peterhouse at Cambridge University for support during this work. (shrink)
Lewis describes the developmental core of dynamic systems theory. I offer recent data from developmental neuroscience on the sequential experience-dependent maturation of components of the limbic system over the stages of infancy. Increasing interconnectivity within the vertically integrated limbic system allows for more complex appraisals of emotional value. The earliest organization of limbic structures has an enduring impact on all later emotional processing.
Dortous de Mairan ne put obtenir de Malebranche la réfutation du spinozisme mais il se tourmentait de ne pouvoir trouver les failles de la doctrine, ce qui semble peu compatible avec une acceptation réelle du système. En histoire il n'est guère spinoziste : il tente obstinément de subordonner l'histoire de la Chine à celle de l'Egypte afin de concilier sa trop longue chronologie avec celle du Pentateuque. Dortous de Mairan failed to secure from Malebranche a refutation of Spinozism and was (...) worried not to be able to find out the defaults of the doctrine, an attitude which does not seem in line with a true acceptance of the system. As for as history is concerned, he is not much of a Spinozist : he insists on trying to subordinate the history of China to Egyptian history in order to reconcile the former's chronology, too extended in time, with that of the Pentateuch. (shrink)