Maas, Lukas:
Modular spin characters of symmetric groups
Duisburg, Essen, 2011
Dissertation / Fach: Mathematik
Fakultät für Mathematik
Titel:
Modular spin characters of symmetric groups
Autor(in):
Maas, Lukas im Online-Personal- und -Vorlesungsverzeichnis LSF anzeigen
Erscheinungsort
Duisburg, Essen
Erscheinungsjahr
2011
DuEPublico ID
URN
Signatur der UB
Notiz:
Duisburg, Essen, Univ., Diss., 2011

Abstract:

The dissertation is concerned with concrete computations of modular spin characters of symmetric and alternating groups. We calculate all irreducible p-modular spin characters of the symmetric group Sym(n) and the alternating group Alt(n) for n=14,..,18 and p=3,5,7. Hence we obtain the p-modular decomposition numbers of projective representations of Sym(n) and Alt(n) for the specified values of n and p.