Bilecik Şeyh Edebali Üniversitesi Cebir ve Sayılar Teorisi Seminerleri
Splitting fields of X^n-X-1 and modular forms
Gabor Wiese
University of Luxembourg, Lüksemburg
In his article ‘On a theorem of Jordan’, Serre considered the family of polynomials f_n(X) = X^n-X-1 and the counting function of the number of roots of f_n over the finite field F_p, seen as function in p. He explicitly showed the ‘modularity’ of this function for n=3,4. In this talk, I report on joint work with Alfio Fabio La Rosa and Chandrashekhar Khare, in which we treat the case n=5 in several different ways.
NOT:
Katılım için linkte yer alan form doldurulması yeterlidir. Form linki: https://forms.gle/GyJFUMdTiQMBJvJ8A
