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DTSTAMP:20260509T204529Z
DESCRIPTION:Overview\n\nThis school will introduce the key topics from both
  sides of the program\, including lecture series by probabilists as well a
 s number theorists.\n\nOne of the hottest topics in analytic number theory
  involves the use of statistics and probability in understanding different
  aspects of algebraic and analytic number theory\, through various new len
 ses. This is reflected in some of the most exciting number theory research
  of the last few years (for example\, of Bhargava\, of Ellenberg and Venka
 tesh\, of Alexander Smith\, of Sawin and Wood\, of Adam Harper\, of Koukou
 lopoulos and Maynard\, of Helfgott and Radziwill\, of Pilatte\,....). As a
  consequence the CRM will host a thematic semester Mar 2-July 3\, 2026 on 
 these topics involving some of the world leaders in the subject. Since thi
 s new area can roughly be split in two into Algebraic and Analytic\, we wi
 ll focus for two months on each\, with the SMS school placed in the middle
 . The 2026 SMS will introduce junior mathematicians to important trends in
  number theory.\n\nSchool Structure\n\nThe first week will have a focus on
  arithmetic statistics but will include some of the more basic probabilist
 ic number theory lectures. The second week will have a focus on probabilis
 tic number theory\, but will include some of the more advanced arithmetic 
 statistics lectures. There will be three or four hours of lecture courses 
 per day\, accompanied by several problem sessions and working groups.\n\nP
 articipants should make their own accommodation arrangements in advance. (
 See the tab in the navigation menu for suggestions). Be cautious when cont
 acted by anyone else who suggests they are associated with the conference.
 \n
DTSTART;VALUE=DATE:20260504
DTEND;VALUE=DATE:20260515
SUMMARY:SMS 2026 - Universal Statistics in Number Theory
URL:/mathstat/channels/event/sms-2026-universal-statis
 tics-number-theory-372801
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