TIME FOR ARISTOTLE OXFORD ARISTOTLE STUDIES GeneralEditors JuliaAnnasandLindsayJudson published in the series AristotleonMeaningandEssence DavidCharles TimeforAristotle PhysicsIV.10–14 UrsulaCoope AristotleonTeleology MonteRansomeJohnson OnLocation Aristotle’sConceptofPlace BenjaminMorison OrderinMultiplicity HomonymyinthePhilosophyofAristotle ChristopherShields Aristotle’sTheoryofSubstance TheCategoriesandMetaphysicsZeta MichaelV.Wedin Aristotle’sDeInterpretatione ContradictionandDialectic C.W.A.Whitaker T ime for Aristotle Physics IV.10–14 URSULA COOPE CLARENDON PRESS . OXFORD 3 GreatClarendonStreet,Oxfordox26dp OxfordUniversityPressisadepartmentoftheUniversityofOxford. ItfurtherstheUniversity’sobjectiveofexcellenceinresearch,scholarship, andeducationbypublishingworldwidein OxfordNewYork Auckland CapeTown DaresSalaam HongKong Karachi KualaLumpur Madrid Melbourne MexicoCity Nairobi NewDelhi Shanghai Taipei Toronto Withofficesin Argentina Austria Brazil Chile CzechRepublic France Greece Guatemala Hungary Italy Japan Poland Portugal Singapore SouthKorea Switzerland Thailand Turkey Ukraine Vietnam OxfordisaregisteredtrademarkofOxfordUniversityPress intheUKandincertainothercountries PublishedintheUnitedStates byOxfordUniversityPressInc.,NewYork (cid:1)UrsulaCoope2005 Themoralrightsoftheauthorhavebeenasserted DatabaserightOxfordUniversityPress(maker) Firstpublished2005 Allrightsreserved.Nopartofthispublicationmaybereproduced, storedinaretrievalsystem,ortransmitted,inanyformorbyanymeans, withoutthepriorpermissioninwritingofOxfordUniversityPress, orasexpresslypermittedbylaw,orundertermsagreedwiththeappropriate reprographicsrightsorganization.Enquiriesconcerningreproduction outsidethescopeoftheaboveshouldbesenttotheRightsDepartment, OxfordUniversityPress,attheaddressabove Youmustnotcirculatethisbookinanyotherbindingorcover andyoumustimposethesameconditiononanyacquirer BritishLibraryCataloguinginPublicationData Dataavailable LibraryofCongressCataloginginPublicationData Dataavailable TypesetbySPIPublisherServices,Pondicherry,India PrintedinGreatBritain onacid-freepaperby BiddlesLtd,KingsLynn,Norfolk ISBN0-19-924790-0 ISBN978-0-19-924790-5 1 3 5 7 9 10 8 6 4 2 To Nicholas, who was just starting out in philosophy atque in perpetuum, frater, ave atque vale This page intentionally left blank Preface This book is a much revised version of my Ph.D. dissertation. It is a product not only of my own efforts, but also of the help and advice I have received, over the years, from others. Above all, I would like to thankSarahBroadie.MyinterestinAristotle’sdiscussionoftimestems from a graduate seminar of hers on Physics III–IV. Without her, it is unlikely that I would have written either the book or the dissertation. She has read and commented on every draft, and has from first to last been a source of encouragement, helpful criticisms, and interesting suggestions. IwasalsoveryluckytobeabletoworkwithAlanCodeatBerkeley, whenIwasinthefinalstagesofwritingthedissertation.Idiscussedeach chapterwithhimasIwroteit,andbenefitedagreatdealfromhisability tocomeupwithargumentsindefenceofmyposition,atatimewhenI couldonlyseewhatappearedtobedevastatingobjectionstoit.Though Ionlyworkedwithhimforashorttime,thebookisverymuchbetteras a result. I would also like to thank Tony Long, who, as one of my examiners, read the final version of the dissertation and made several helpfulcommentsonit. A number of people, besides those named above, have read and commented on drafts of all or part of the book. Between them, they have saved me from many blunders and confusions. My particular thanks, for this, go to Verity Harte, Bob Heinaman, Philip Hunter, Jonathan Lear, and Ben Morison. Edward Hussey, who read the book for OUP, wrote pages of detailed comments, full of interesting and constructive criticisms, and an anonymous referee for OUPalso made many helpful suggestions for improvement. I would also like to thank Peter Momtchiloff of OUP for his helpfulness and for his patience in thefaceofmanymisseddeadlines. Mostoftheworkformydissertationwasdoneduringthethreeyears IspentasavisitinggraduatestudentatPrinceton.Iwouldliketothank the Philosophy Department there, and especially the members of the ancientphilosophyprogram,forprovidingsuchafriendlyandintellec- tuallystimulatingenvironment.Iwasparticularlyfortunatetobethere viii Preface atthesametimeasmyfellowstudents,JonathanBeere,ZenaHitz,and GabrielRichardson-Lear.Manyoftheideasinthisbookweredeveloped inconversationswiththem,andtheirfriendshipwasagreatsupportto meinverydifficulttimes. Theworkofturningthedissertationintoabookwasmostlycarried out in London, first of all as a Jacobsen Fellow at University College and, more recently, as a lecturer at Birkbeck. I am grateful to my colleagues and students in London for helping to make it such a wonderful place to study philosophy. Much of the material in the book was presented as part of a graduate seminar I gave at Princeton, when I was a visiting assistant professor there in 2003. I thank the participantsinthatseminarformuchinterestingdiscussion.Thanksare duealsotoPrincetonforinvitingme,andtomyBirkbeckcolleaguesfor allowingmetotakeuptheoffer.Ihavepresentedpapersbasedondrafts of parts of the book to audiences at the Cambridge B-Club, the Northern Association of Ancient Philosophy, the UCL Department of ScienceandTechnologyStudies,andtothephilosophydepartmentsat Birkbeck, Bristol, Princeton, Sheffield, and St Andrews. I am grateful for the many interesting comments and questions I received on these occasions. Finally,manythankstomyparents,ChristopherCoopeandJennifer Jackson,foralltheirsupportandencouragementovertheyears,andto my husband, Philip Hunter, for making the final stages of writing the book so extraordinarily happy. Time for Aristotle is dedicated to my youngerbrother,Nicholas,whodiedclimbinginGlenClova,whenhe wasjustabouttoembarkonaphilosophydegreeatStAndrews. Contents Introduction 1 PART I – INTRODUCTORY PUZZLES AND THE STARTING POINTS OF INQUIRY 1. Theintroductory puzzles 17 2. Timeisnotchangebutsomethingofchange 31 PART II – TIME’S DEPENDENCE ON CHANGE 3. Timefollowschangeandchangefollowsmagnitude 47 4. Thebeforeandafter 60 PART III – TIME AS A NUMBER AND TIME AS A MEASURE 5. Thedefinitionoftimeasakindofnumber 85 6. Timeasameasureofchange 99 PART IV – THE SAMENESS AND DIFFERENCE OF TIMES AND NOWS 7. Allsimultaneoustimeisthesame 113 8. Thesamenessofearlierandlatertimesandnows 125 PART V – TWO CONSEQUENCES OF ARISTOTLE’S ACCOUNT OF TIME 9. Beingintime 143 10. Timeandthesoul 159 Appendix:Theexpression‘hopoteonXesti’ 173 Bibliography 178 IndexLocorum 183 GeneralIndex 189
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