Group GAP4(96,161)

Name: C12 x C4 x C2
Maximal quotients:GAP4(32,21) GAP4(48,20) GAP4(48,44)
Real polynomial:
x^96-96*x^94+4464*x^92-133952*x^90+2915641*x^88-49059736*x^86+664126012*x^84\
-7432302064*x^82+70122292866*x^80-566007942816*x^78+3953002317264*x^76-24100\
003645120*x^74+129166620878944*x^72-612033487509248*x^70+2575474017111296*x^\
68-9659810492668928*x^66+32385785703689989*x^64-97270403801923904*x^62+26216\
2552456422944*x^60-634791918459216256*x^58+1381890460481418789*x^56-27053631\
84980975640*x^54+4762580162276984700*x^52-7535479480056343920*x^50+107066141\
62562406271*x^48-13643278850980397520*x^46+15566464670887560712*x^44-1586948\
5862209447904*x^42+14419132773069353337*x^40-11641470334753712360*x^38+83218\
90300545071492*x^36-5245279470187956560*x^34+2900881337711788189*x^32-139969\
3719583516576*x^30+585307400723392784*x^28-210465912537958080*x^26+644765099\
84259359*x^24-16643183387422440*x^22+3571706408339716*x^20-626883704588816*x\
^18+88154401684198*x^16-9673920733280*x^14+800089902768*x^12-47544740672*x^1\
0+1895417096*x^8-45706304*x^6+566048*x^4-2688*x^2+1
Common denominator of the automorphisms:
1
Complex polynomial:
x^96-x^88+x^80-x^72+x^64-x^56+x^48-x^40+x^32-x^24+x^16-x^8+1
Common denominator of the automorphisms:
1

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Tue, 27 May 2014 19:57:28 +0200
Copyleft © 2002-2008 the PARI group.