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UID:20250823T130404EDT-3165f6uSol@132.216.98.100
DTSTAMP:20250823T170404Z
DESCRIPTION:Real zeros of Fekete polynomials and applications.\n\nAbstract:
  Fekete polynomials are certain Littlewood type polynomials whose coeffici
 ents are the values of a quadratic Dirichlet character. These polynomials 
 were considered by Fekete in an attempt to understand real zeros of Dirich
 let L-functions in the critical strip. Since then\, their zeros and value 
 distribution have been extensively studied. In this talk I will present so
 me recent results concerning real zeros of Fekete polynomials.  We shall a
 lso discuss applications to sign changes of quadratic character sums and z
 eros of theta functions. This is a joint work with O. Klurman and M. Munsc
 h. \n\nVermont Number Theory\n	For web details please contact: martinez [at
 ] crm.umontreal.ca\n\n \n\nSite web : https://montrealnumbertheory.org/sem
 inars\n
DTSTART:20211124T180000Z
DTEND:20211124T193000Z
SUMMARY:Youness Lamzouri  (IECL)
URL:/mathstat/channels/event/youness-lamzouri-iecl-335
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