Coope, Ursula Birkbeck College, University of London
Print publication date: 2005 (this edition)
Published to Oxford Scholarship Online:
Print ISBN-13: 978-0-19-924790-5
doi:10.1093/0199247900.003.0001
 

Ursula Coope
As a preliminary to Aristotle’s account of time, it is necessary to understand his views on change and on indivisibles. He has an account of change (in terms of actuality and potentiality) that makes no reference to time. His view of indivisibles is important because he thinks that the now is indivisible. It is argued that, according to his view, an indivisible is a boundary of, or potential division in, some continuum. An indivisible is, then, ontologically dependent on the continuum that it (potentially) divides.
Keywords: change, now, continuum, indivisible, potential division
doi:10.1093/0199247900.003.0001
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PART I INTRODUCTORY PUZZLES AND THE STARTING POINTS OF INQUIRY
PART II TIME'S DEPENDENCE ON CHANGE
PART III TIME AS A NUMBER AND TIME AS A MEASURE
PART IV THE SAMENESS AND DIFFERENCE OF TIMES AND NOWS
PART V TWO CONSEQUENCES OF ARISTOTLE'S ACCOUNT OF TIME