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UID:/NewsandEvents/Archives/2025/newsitem/15468/25
 -February-2025-Philosophy-of-Mathematics-Φ-Math-Re
 ading-Group
DTSTAMP:20250218T142637
SUMMARY:Philosophy of Mathematics (Φ-Math) Reading
  Group
DTSTART;TZID=Europe/Amsterdam:20250225T150000
LOCATION:Room F1.15, ILLC, Science Park 107, Amste
 rdam / Online (Zoom)
DESCRIPTION:For our first session of 2025, we will
  engage with Robin Jeshion’s Intuiting the Infinit
 e. She defends Charles Parsons’ Kantian appeal to 
 mathematical intuition to address the access probl
 em of Platonism: If mathematical objects are abstr
 act objects, how can we gain knowledge of them?  J
 eshion argues that intuition plays a fundamental r
 ole in justifying our knowledge of the infinitude 
 of natural numbers, responding to key criticisms a
 bout the cogency of arbitrary objects, vague repre
 sentation, and the role of spatial and temporal st
 ructures in mathematical thought.
X-ALT-DESC;FMTTYPE=text/html:\n  <p>For our first 
 session of 2025, we will engage with Robin Jeshion
 ’s <a href="https://philpapers.org/rec/JESITI"><em
 >Intuiting the Infinite</em></a>. She defends Char
 les Parsons’ Kantian appeal to mathematical intuit
 ion to address the access problem of Platonism: If
  mathematical objects are abstract objects, how ca
 n we gain knowledge of them?</p>\n  <p>Jeshion arg
 ues that intuition plays a fundamental role in jus
 tifying our knowledge of the infinitude of natural
  numbers, responding to key criticisms about the c
 ogency of arbitrary objects, vague representation,
  and the role of spatial and temporal structures i
 n mathematical thought.</p>\n
URL:https://events.illc.uva.nl/Phi-Math/events/202
 5-02-21-intuiting-the-infinite/
CONTACT:Alexander Lind at alexander.lind.math at g
 mail.com
CONTACT:Orestis Dimou Belegratis at OrestisDimouB 
 at gmail.com
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