David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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University of Chicago Press (1983)
Richard Sorabji here takes time as his central theme, exploring fundamental questions about its nature: Is it real or an aspect of consciousness? Did it begin along with the universe? Can anything escape from it? Does it come in atomic chunks? In addressing these and myriad other issues, Sorabji engages in an illuminating discussion of early thought about time, ranging from Plato and Aristotle to Islamic, Christian, and Jewish medieval thinkers. Sorabji argues that the thought of these often negelected philosophers about the subject is, in many cases, more complete than that of their more recent counterparts. “Splendid. . . . The canvas is vast, the picture animated, the painter nonpareil. . . . Sorabji’s work will encourage more adventurers to follow him to this fascinating new-found land.”—Jonathan Barnes, Times Literary Supplement “One of the most important works in the history of metaphysics to appear in English for a considerable time. No one concerned with the problems with which it deals either as a historian of ideas or as a philosopher can afford to neglect it.”—Donald MacKinnon, Scottish Journal of Theology “Unusually readable for such scholarly content, the book provides in rich and cogent terms a lively and well-balanced discussion of matters of concern to a wide academic audience.”— Choice.
|Keywords||Time History Cosmogony History Continuity History Philosophy, Ancient Philosophy, Medieval|
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|Call number||BD638.S67 2006|
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Citations of this work BETA
Andrew Haas (2015). Notes on Time and Aspect. International Journal of Philosophical Studies 23 (4):504-517.
Michael Loughlin, George Lewith & Torkel Falkenberg (2013). Science, Practice and Mythology: A Definition and Examination of the Implications of Scientism in Medicine. [REVIEW] Health Care Analysis 21 (2):130-145.
Dirk Baltzly (2010). Is Plato's Timaeus Panentheistic? Sophia 49 (2):193-215.
Patrick Reeder (2015). Zeno’s Arrow and the Infinitesimal Calculus. Synthese 192 (5):1315-1335.
Ken Levy (2005). Is Descartes a Temporal Atomist? British Journal for the History of Philosophy 13 (4):627 – 674.
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