
Publication details
Publisher: Birkhäuser
Place: Basel
Year: 2017
Pages: 31-37
ISBN (Hardback): 9783319612300
Full citation:
, ""Now" has an infinitesimal positive duration", in: Humanizing mathematics and its philosophy, Basel, Birkhäuser, 2017


"Now" has an infinitesimal positive duration
pp. 31-37
in: Bharath Sriraman (ed), Humanizing mathematics and its philosophy, Basel, Birkhäuser, 2017Abstract
Authors writing about Time have struggled to choose between a scientific instantaneous Now, with zero duration, or an experiential Now with some undefined small positive duration. The difficulty is resolved by the infinitesimal of Abraham Robinson. This article offers the nonstandard or "hyperreal" line as a model for Time, thereby to resolve a persistent controversy of the meaning of "Now." As a "monad" in the Leibnizian time axis, "Now" is a time interval shorter than any standard positive interval, yet longer than any infinitesimal.
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Publication details
Publisher: Birkhäuser
Place: Basel
Year: 2017
Pages: 31-37
ISBN (Hardback): 9783319612300
Full citation:
, ""Now" has an infinitesimal positive duration", in: Humanizing mathematics and its philosophy, Basel, Birkhäuser, 2017