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BEGIN:VEVENT
UID:/NewsandEvents/Archives/2022/newsitem/13981/4-
 November-2022-Cool-Logic-Lingyuan-Ye
DTSTAMP:20221107T134500
SUMMARY:Cool Logic, Lingyuan Ye
ATTENDEE;ROLE=Speaker:Lingyuan Ye
DTSTART;TZID=Europe/Amsterdam:20221104T170000
LOCATION:Room D1.116, ILLC, Science Park 904, Amst
 erdam
DESCRIPTION:Descartes completely changed our mathe
 matical vision, by finding a correspondence betwee
 n spaces (geometry) and equations (algebra). Start
 ing from high school, we have learnt that x^2+y^2-
 1 can be viewed as the the unit circle in the Eucl
 idean plane, and a lot of algebraic arguments we d
 o have very natural geometric meaning behind them,
  and this geometric intuition serves as a guide fo
 r many algebraic solutions. Modern algebraic geome
 try extends this picture to also allow a geometric
  study of solutions on any rings other than R or C
 , like Z or Q. The powerful tools developed in top
 ology suddenly applies to number theory, and deriv
 es powerful results.
X-ALT-DESC;FMTTYPE=text/html:\n  <p>Descartes comp
 letely changed our mathematical vision, by finding
  a correspondence between spaces (geometry) and eq
 uations (algebra). Starting from high school, we h
 ave learnt that x^2+y^2-1 can be viewed as the the
  unit circle in the Euclidean plane, and a lot of 
 algebraic arguments we do have very natural geomet
 ric meaning behind them, and this geometric intuit
 ion serves as a guide for many algebraic solutions
 . Modern algebraic geometry extends this picture t
 o also allow a geometric study of solutions on any
  rings other than R or C, like Z or Q. The powerfu
 l tools developed in topology suddenly applies to 
 number theory, and derives powerful results.</p>\n
URL:https://coollogic.wixsite.com/website/event-de
 tails/the-spatial-content-of-logic
CONTACT:Tuva Bardal, Paul Talma at coollogic.uva a
 t gmail.com
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