Group GAP4(96,176)

Name: C24 x C2 x C2
Maximal quotients:GAP4(32,36) GAP4(48,23) GAP4(48,44)
Real polynomial:
x^96-96*x^94+4464*x^92-133952*x^90+2915640*x^88-49059648*x^86+664122272*x^84\
-7432199808*x^82+70120271485*x^80-565977159440*x^78+3952626536936*x^76-24096\
226004320*x^74+129134735938580*x^72-611804247524256*x^70+2574054578861520*x^\
68-9652176064482880*x^66+32349878655517280*x^64-97121943272273920*x^62+26162\
0732644491264*x^60-633040931109847040*x^58+1376867993078807680*x^56-26925553\
94356427776*x^54+4733513266757359104*x^52-7476746197523503104*x^50+106009595\
41456720274*x^48-13474180446757079904*x^46+15325952311197810672*x^44-1556599\
2353817581632*x^42+14080133181713796792*x^40-11307237221543669952*x^38+80320\
37588602013792*x^36-5025118557768660864*x^34+2755157685183453428*x^32-131615\
0233146523264*x^30+544121805787199040*x^28-193157158118724352*x^26+583397951\
97982880*x^24-14830930697363200*x^22+3132927826909056*x^20-541516099567104*x\
^18+75155382076272*x^16-8180031420160*x^14+677321334144*x^12-40956877312*x^1\
0+1706012608*x^8-44670464*x^6+622336*x^4-3072*x^2+1
Common denominator of the automorphisms:
1
Complex polynomial:
x^96-x^80+x^64-x^48+x^32-x^16+1
Common denominator of the automorphisms:
1

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Thu, 19 Dec 2013 12:12:28 +0100
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