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SUMMARY:Bernoulli Center summer school "Synergies of Combinatorics and The
 oretical Computer Science"
DTSTART:20240909T090000
DTEND:20240913T123000
DTSTAMP:20261010T225333Z
UID:edd95e0b379e85da110f3fb41385e1f2f36b434e0195c08c8540dac0
CATEGORIES:Conferences - Seminars
DESCRIPTION:Shachar Lovett (UCSD)\, topic: Sunflowers\, spreadness and the
  Kahn-Kalai conjecture. Bhavik Mehta (Cambridge)\, topic: Automated theore
 m proving. Raghu Meka (UCLA)\, topic: 3-term arithmetic progressions\, spr
 eadness\, and the polynomial method.\nRecently\, several breakthroughs on 
 long-standing open problems in combinatorics and theoretical computer scie
 nce have resulted from synergistic connections between these two areas. Th
 is summer school will cover some of these connections and results\, as wel
 l as some recent exciting developments in automatic theorem proving in the
 se areas.\n\nThis Bernoulli Center summer school is intended for motivated
  graduate and postdoctoral students of mathematics or computer science.
LOCATION:Bernoulli Center https://bernoulli.epfl.ch/comb2024/
STATUS:CONFIRMED
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