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UID:20250813T081837EDT-4531dPe0Dv@132.216.98.100
DTSTAMP:20250813T121837Z
DESCRIPTION:Title: A Galois counting problem\n\nAbstract: We count monic cu
 bic and quartic polynomials with prescribed Galois group. We obtain the or
 der of magnitude for quartics\, and show that if then irreducible non-poly
 nomials of degree are less prevalent than reducible polynomials of degree 
 . The latter confirms the cubic and quartic cases of a 1936 conjecture of 
 van der Waerden. Joint work with Rainer Dietmann.\n
DTSTART:20191212T190000Z
DTEND:20191212T203000Z
LOCATION:9th floor Room LB 921-4\, CA\, Concordia University
SUMMARY:Sam Chow\, Oxford University
URL:/mathstat/channels/event/sam-chow-oxford-universit
 y-303264
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