The Stoic Theory of Void
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Curriculum Vitae
Timothy Williamson: Publications in reverse chronological order In preparation [a] ‘Knowledge, credence, and strength of belief’, invited for Amy Flowerree and Baron Reed (eds.), The Epistemic. [b] ‘Blackburn against moral realism’, for Paul Bloomfield and David Copp (eds.), The Oxford Handbook of Moral Realism, Oxford University Press. [c] ‘Non-modal normativity and norms of belief’, for Ilkka Niiniluoto and Sami Pihlstrom (eds.), volume on normativity, Acta Philosophica Fennica (2020). [d] ‘The KK principle and rotational symmetry’, invited for Analytic Philosophy. [e] ‘Chakrabarti and the Nyāya on knowability’. To appear [a] Suppose and Tell: The Semantics and Heuristics of Conditionals. Oxford: Oxford University Press, 2020. [b] (with Paul Boghossian) Debating the A Priori. Oxford: Oxford University Press, 2020. [c] ‘Edgington on possible knowledge of unknown truth’, in J. Hawthorne and L. Walters (eds.), Conditionals, Probability, and Paradox: Themes from the Philosophy of Dorothy Edgington, Oxford: Oxford University Press. [d] ‘Justifications, excuses, and skeptical scenarios’, in J. Dutant and F. Dorsch (eds.), The New Evil Demon, Oxford University Press. [e] ‘The counterfactual-based approach to modal epistemology’, in Otávio Bueno and Scott Shalkowski (eds.), Routledge Handbook of Modality, London: Routledge. [f] ‘More Oxonian scepticism about the a priori’, in Dylan Dodd and Elia Zardini (eds.), The A Priori: Its Significance, Grounds, and Extent, Oxford University Press. [g] ‘Reply to Casullo’s defence of the significance of the a priori – a posteriori distinction’, in Dylan Dodd and Elia Zardini (eds.), The A Priori: Its Significance, Grounds, and Extent, Oxford University Press. [h] ‘Introduction’ to Khaled Qutb, Summary of The Philosophy of Philosophy (in Arabic), Cairo: Academic Bookshop. -
The Coherence of Stoic Ontology
The Coherence of Stoic Ontology by Vanessa de Harven A dissertation submitted in partial satisfaction of the requirements for the degree of Doctor of Philosophy in Philosophy in the Graduate Division of the University of California, Berkeley Committee in charge: Prof. Dorothea Frede, Co-chair Prof. Klaus Corcilius, Co-chair Prof. A.A. Long Spring 2012 Abstract The Coherence of Stoic Ontology by Vanessa de Harven Doctor of Philosophy in Philosophy University of California, Berkeley Professors Dorothea Frede and Klaus Corcilius, Co-chairs Any thoroughgoing physicalist is challenged to give an account of immaterial entities such as thoughts and mathematical objects. The Stoics, who eagerly affirmed that only bodies exist, crafted an elegant solution to this challenge: not everything that is Something (ti) exists. Rather, some things have a derivative mode of reality they call subsistence: these entities are non-existent in that they are not themselves solid bodies, but they are nonetheless Something physical because they depend on bodies for their subsistence. My dissertation uncovers the unifying principles of Stoic subsistence, and shows how they can account for thoughts and other immaterial entities without running afoul of their physicalist commitments. While all commentators agree that the Stoics posited Something as the highest category of being, they have failed to find a coherent physicalist account of Stoic ontology. For instance, (1) a canonical set of incorporeals (time, place, void, and what is sayable (lekton)) is well attested, but there is little agreement as to what these entities have in common as incorporeals, which makes the category look like an ad hoc collection of left-over entities. -
Chrysippus's Dog As a Case Study in Non-Linguistic Cognition
Chrysippus’s Dog as a Case Study in Non-Linguistic Cognition Michael Rescorla Abstract: I critique an ancient argument for the possibility of non-linguistic deductive inference. The argument, attributed to Chrysippus, describes a dog whose behavior supposedly reflects disjunctive syllogistic reasoning. Drawing on contemporary robotics, I urge that we can equally well explain the dog’s behavior by citing probabilistic reasoning over cognitive maps. I then critique various experimentally-based arguments from scientific psychology that echo Chrysippus’s anecdotal presentation. §1. Language and thought Do non-linguistic creatures think? Debate over this question tends to calcify into two extreme doctrines. The first, espoused by Descartes, regards language as necessary for cognition. Modern proponents include Brandom (1994, pp. 145-157), Davidson (1984, pp. 155-170), McDowell (1996), and Sellars (1963, pp. 177-189). Cartesians may grant that ascribing cognitive activity to non-linguistic creatures is instrumentally useful, but they regard such ascriptions as strictly speaking false. The second extreme doctrine, espoused by Gassendi, Hume, and Locke, maintains that linguistic and non-linguistic cognition are fundamentally the same. Modern proponents include Fodor (2003), Peacocke (1997), Stalnaker (1984), and many others. Proponents may grant that non- linguistic creatures entertain a narrower range of thoughts than us, but they deny any principled difference in kind.1 2 An intermediate position holds that non-linguistic creatures display cognitive activity of a fundamentally different kind than human thought. Hobbes and Leibniz favored this intermediate position. Modern advocates include Bermudez (2003), Carruthers (2002, 2004), Dummett (1993, pp. 147-149), Malcolm (1972), and Putnam (1992, pp. 28-30). -
Democritus C
Democritus c. 460 BC-c. 370 BC (Also known as Democritus of Abdera) Greek philosopher. home to the philosopher Protagoras. There are several indications, both external and internal to his writings, The following entry provides criticism of Democritus’s that Democritus may have held office in Abdera and life and works. For additional information about Democ- that he was a wealthy and respected citizen. It is also ritus, see CMLC, Volume 47. known that he traveled widely in the ancient world, visit- ing not only Athens but Egypt, Persia, the Red Sea, pos- sibly Ethiopia, and even India. Scholars also agree that he INTRODUCTION lived a very long life of between 90 and 109 years. Democritus of Abdera, a contemporary of Socrates, stands Democritus is said to have been a pupil of Leucippus, an out among early Greek philosophers because he offered important figure in the early history of philosophy about both a comprehensive physical account of the universe and whom little is known. Aristotle and others credit Leucippus anaturalisticaccountofhumanhistoryandculture. with devising the theory of atomism, and it is commonly Although none of his works has survived in its entirety, believed that Democritus expanded the theory under his descriptions of his views and many direct quotations from tutelage. However, some scholars have suggested that his writings were preserved by later sources, beginning Leucippus was not an actual person but merely a character with the works of Aristotle and extending to the fifth- in a dialogue written by Democritus that was subsequently century AD Florigelium (Anthology) of Joannes Stobaeus. lost. A similar strategy was employed by the philosopher While Plato ignored Democritus’s work, largely because he Parmenides, who used the character of a goddess to elu- disagreed with his teachings, Aristotle acknowledged De- cidate his views in his didactic poem, On Nature. -
Gillian K. Russell
Gillian K. Russell Dianoia Institute of Philosophy (cell) +1 (858) 205{2834 Locked Bag 4115 MDC [email protected] Fitzroy, Victoria 3065 https://www.gillianrussell.net Australia Current Employment Professor of Philosophy Dianoia Institute at ACU in Melbourne 2020| 1 Arch´eProfessorial Fellow ( 5 th time) University of St Andrews, Scotland 2019{2023 Employment and Education History Alumni Distinguished Professor University of North Carolina at Chapel Hill 2019{2020 Professor of Philosophy University of North Carolina at Chapel Hill 2015{19 Associate Professor in Philosophy Washington University in St Louis 2011{2015 Assistant Professor in Philosophy Washington University in St Louis 2004{2011 Killam Postdoctoral Fellow University of Alberta 2005 Ph.D. in Philosophy Princeton University 2004 M.A. in Philosophy Princeton University 2002 M.A. in German and Philosophy University of St Andrews, Scotland 1999 Areas of Specialisation Philosophy of Language, Philosophy of Logic, Epistemology Areas of Competence Logic, History of Analytic Philosophy, Metaphysics, Philosophy of Science and Mathematics Books { Truth in Virtue of Meaning: a defence of the analytic/synthetic distinction (Oxford, 2008) { The Routledge Companion to the Philosophy of Language, with Delia Graff Fara (eds.) (Routledge, 2011) { New Waves in Philosophical Logic, with Greg Restall (eds.) (Palgrave MacMillan, 2012) Accepted and Published Papers { \Social Spheres" forthcoming in Feminist Philosophy and Formal Logic Audrey Yap and Roy Cook (eds) { \Logic: A Feminist Approach" forthcoming in Philosophy for Girls: An invitation to the life of thought, M. Shew and K. Garchar (eds) (Oxford University Press, 2020) { \Waismann's Papers on the Analytic/Synthetic Distinction" in Friedrich Waismann: The Open Texture of Analytic Philosophy, D. -
Mathematical Discourse in Philosophical Authors: Examples from Theon of Smyrna and Cleomedes on Mathematical Astronomy
Mathematical discourse in philosophical authors: Examples from Theon of Smyrna and Cleomedes on mathematical astronomy Nathan Sidoli Introduction Ancient philosophers and other intellectuals often mention the work of mathematicians, al- though the latter rarely return the favor.1 The most obvious reason for this stems from the im- personal nature of mathematical discourse, which tends to eschew any discussion of personal, or lived, experience. There seems to be more at stake than this, however, because when math- ematicians do mention names they almost always belong to the small group of people who are known to us as mathematicians, or who are known to us through their mathematical works.2 In order to be accepted as a member of the group of mathematicians, one must not only have mastered various technical concepts and methods, but must also have learned how to express oneself in a stylized form of Greek prose that has often struck the uninitiated as peculiar.3 Be- cause of the specialized nature of this type of intellectual activity, in order to gain real mastery it was probably necessary to have studied it from youth, or to have had the time to apply oneself uninterruptedly.4 Hence, the private nature of ancient education meant that there were many educated individuals who had not mastered, or perhaps even been much exposed to, aspects of ancient mathematical thought and practice that we would regard as rather elementary (Cribiore 2001; Sidoli 2015). Starting from at least the late Hellenistic period, and especially during the Imperial and Late- Ancient periods, some authors sought to address this situation in a variety of different ways— such as discussing technical topics in more elementary modes, rewriting mathematical argu- ments so as to be intelligible to a broader audience, or incorporating mathematical material di- rectly into philosophical curricula. -
Plato's Cratylus
Cambridge University Press 0521584922 - Plato’s Cratylus David Sedley Frontmatter More information PLATO’S CRATYLUS Plato’s Cratylus is a brilliant but enigmatic dialogue. It bears on a topic, the relation of language to knowledge, which has never ceased to be of central philosophical importance, but tackles it in ways which at times look alien to us. In this radical reappraisal of the dialogue, Professor Sedleyargues that the etymologieswhich take up well over half of it are not an embarrassing lapse or semi-private joke on Plato’s part. On the contrary,if taken seriouslyas theyshould be, theyare the keyto understanding both the dialogue itself and Plato’s linguistic philosophymore broadly.The book’s main argument is so formulated as to be intelligible to readers with no knowledge of Greek, and will have a significant impact both on the studyof Plato and on the history of linguistic thought. david sedley is Laurence Professor of Ancient Philosophyat the Universityof Cambridge. His work has ranged over most periods and subject areas of Greek and Roman philosophy, including a number of editions of philosophical texts preserved on papyrus. He has been a visiting professor at Princeton, Berkeley, Yale and Cornell, and in2004 will be the Sather Professor at Berkeley. He is the author of Lucretius and the Transformation of Greek Wisdom (Cambridge 1998) and (with A. A. Long) The Hellenistic Philosophers (Cambridge 1987), as well as editor of The Cambridge Companion to Greek and Roman Philosophy (Cambridge 2003). He has been editor of Classical Quarterly (1986–92) and, since 1998,ofOxford Studies in Ancient Philosophy. -
Implementing Eratosthenes' Discovery in the Classroom: Educational
Implementing Eratosthenes’ Discovery in the Classroom: Educational Difficulties Needing Attention Nicolas Decamp, C. de Hosson To cite this version: Nicolas Decamp, C. de Hosson. Implementing Eratosthenes’ Discovery in the Classroom: Educational Difficulties Needing Attention. Science and Education, Springer Verlag, 2012, 21 (6), pp.911-920. 10.1007/s11191-010-9286-3. hal-01663445 HAL Id: hal-01663445 https://hal.archives-ouvertes.fr/hal-01663445 Submitted on 18 Dec 2017 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Sci & Educ DOI 10.1007/s11191-010-9286-3 Implementing Eratosthenes’ Discovery in the Classroom: Educational Difficulties Needing Attention Nicolas De´camp • Ce´cile de Hosson Ó Springer Science+Business Media B.V. 2010 Abstract This paper presents a critical analysis of the accepted educational use of the method performed by Eratosthenes to measure the circumference of Earth which is often considered as a relevant means of dealing with issues related to the nature of science and its history. This method relies on a number of assumptions among which the parallelism of sun rays. The assumption of sun rays parallelism (if it is accurate) does not appear spontaneous for students who consider sun rays to be divergent. -
Avoiding the Void: Avicenna on the Impossibility of Circular Motion in a Void*
Created on 24 December 2006 at 20.51 hours page 1 Avoiding the Void: Avicenna on the Impossibility of Circular Motion in a Void* Jon McGinnis The topic of the void was of significant philosophical and scientific importance in the ancient and medieval world. Some, such as the atomists, maintained that the void was essential if one were to explain motion. Others, such as Aristotle, argued that the exis- tence of the void would absolutely preclude the possibility of motion. Moreover, there were disputes concerning even how to characterize the void. Thus the atomists claimed that interstitial voids were dispersed throughout every body and existed alongside bo- dies in an infinite space. Others, such as the Stoics, held that all bodies were localized in a plenum that was itself situated in an extra-cosmic, infinite void. Still others, such as the Neoplatonist John Philoponus, thought that the void was finite, and although as a matter of fact it is never devoid of a body, it at least is capable of existing independent of any body. The above roughly provides the gamut of positions concerning the void as it reached the medieval Arabic philosopher Avicenna ( 370–428/ 980–1037). In one form or another, Avicenna was aware of the various moves and counter-moves associated with the notion of the void. Like Aristotle, he maintained that the existence of the void would absolutely preclude the possibility of motion. His arguments in some cases simply rehearse those of Aristotle; in other places they expand on the thought of Aristotle in order to respond to new threats that arose after Aristotle’s own time; and in certain situations Avicenna constructs new arguments against the void used neither by Aristotle nor, from what we can gather, Aristotle’s later Greek commentators. -
Metaphysics of Soul and Self in Plotinus Gwenaëlle Aubry
Metaphysics of soul and self in Plotinus Gwenaëlle Aubry To cite this version: Gwenaëlle Aubry. Metaphysics of soul and self in Plotinus. P. Remes; S. Slaveva-Griffin. The Routledge Handbook of Neoplatonism, pp.310-323, 2014. hal-02387195 HAL Id: hal-02387195 https://hal.archives-ouvertes.fr/hal-02387195 Submitted on 29 Nov 2019 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. 20 Metaphysics of soul and self in Plotinus Gwenaëlle Aubry One of the great singularities of the philosophy of Plotinus consists in thinking of the self1 for its own sake and, in particular, in producing a concept of it diff erent from that of soul.2 Th is philosophical breakthrough is inseparable from the discovery of immedi- ate refl exivity, that is, the subject’s ability to apprehend itself independently of its rela- tion to an object or to another subject.3 In Plotinus, however, this refl exivity occurs only in an interrogative form, which can be read, in particular, in Enn. I.1[53] and Enn. VI.4[22]. In other words, it does not, as in Descartes, assume the form of an intuition by means of which the subject, grasping itself as consciousness, would, at the same time, have an evident revelation of its essence. -
Philosophy 125 — Day 9: Overview Nominalism XVII: Metalinguistic
Branden Fitelson Philosophy 125 Lecture 1 Branden Fitelson Philosophy 125 Lecture 2 ' $ ' Philosophy 125 — Day 9: Overview $ Nominalism XVII: Metalinguistic Nominalism 2 • Administrative Stuff • Metalinguistic nominalists think that realists and austere nominalists make the same kind of mistake: thinking that there must be some non-lingusitic entities – Guest Lecture Thursday: Ed Zalta on Abstract Objects to which terms like “courage” (in, e.g., “Courage is a virtue”) refer. ∗ Introducing Ed — via iChatAV – First Paper Topics and S.Q.s announced last week (see website) • For realists, these entities are universals, for austere nominalists, the entities are concrete particulars (e.g., courageous persons). The metalingustic – Lectures should be up to date (sometimes I fiddle before lecture) nominalist thinks both the realist and the austere nominalist are incorrect. • Agenda: Nominalism • Carnap sketches how a systematic and precise metalinguistic nominalistic – Metalingusitc Nominalism theory might be worked out. Carnap proposes (roughly) that claims like ∗ Carnap’s Naive Proposal “Courage is a virtue” get unpacked as claims about predicates in languages: ∗ Sellars’ Refinement ∗ Residual Problems “Courage is a virtue” 7→ “ ‘Courageous’ is a virtue predicate”. “Trangularity is a shape” 7→ “ ‘Triangular’ is a shape predicate”. – Trope Theory ∗ The best of both worlds? • Problems: (1) Linguistic types vs linguistic tokens (trading new universals for ∗ Plus set theory? old ones?), (2) Language relativity (abs. claims don’t seem language relative). & Nominalism (Cont’d) 09/23%/03 & Nominalism (Cont’d) 09/23/03 % Y¿yellow[0pt]c Branden Fitelson Philosophy 125 Lecture 3 Branden Fitelson Philosophy 125 Lecture 4 ' Nominalism XIX: Metalinguistic Nominalism 4 $' Nominalism XX: Metalinguistic Nominalism 5 $ • Sellars addresses this first problem (for nominalism) of linguistic types/tokens • To address problem (2), Sellars introduces what he calls dot-quotation. -
Chapter Two Democritus and the Different Limits to Divisibility
CHAPTER TWO DEMOCRITUS AND THE DIFFERENT LIMITS TO DIVISIBILITY § 0. Introduction In the previous chapter I tried to give an extensive analysis of the reasoning in and behind the first arguments in the history of philosophy in which problems of continuity and infinite divisibility emerged. The impact of these arguments must have been enormous. Designed to show that rationally speaking one was better off with an Eleatic universe without plurality and without motion, Zeno’s paradoxes were a challenge to everyone who wanted to salvage at least those two basic features of the world of common sense. On the other hand, sceptics, for whatever reason weary of common sense, could employ Zeno-style arguments to keep up the pressure. The most notable representative of the latter group is Gorgias, who in his book On not-being or On nature referred to ‘Zeno’s argument’, presumably in a demonstration that what is without body and does not have parts, is not. It is possible that this followed an earlier argument of his that whatever is one, must be without body.1 We recognize here what Aristotle calls Zeno’s principle, that what does not have bulk or size, is not. Also in the following we meet familiar Zenonian themes: Further, if it moves and shifts [as] one, what is, is divided, not being continuous, and there [it is] not something. Hence, if it moves everywhere, it is divided everywhere. But if that is the case, then everywhere it is not. For it is there deprived of being, he says, where it is divided, instead of ‘void’ using ‘being divided’.2 Gorgias is talking here about the situation that there is motion within what is.