Group GAP4(48,24)

Name: C3 x (C8 : C2)
Maximal quotients:GAP4(16,6) GAP4(24,9)
Real polynomial:

x^48-96*x^46+4320*x^44-121088*x^42+2369472*x^40-34384896*x^38+383691776*x^36\
-3369000960*x^34+23625119648*x^32-133539162112*x^30+611469445120*x^28-227161\
2026880*x^26+6835984896000*x^24-16587549245440*x^22+32204432015360*x^20-4946\
6368851968*x^18+59193039774976*x^16-54061013180416*x^14+36678623567872*x^12-\
17840133832704*x^10+5932090540032*x^8-1262705967104*x^6+156215017472*x^4-960\
7053312*x^2+203689984

Common denominator of the automorphisms:

38912094208

Complex polynomial:

x^48+96*x^46+4320*x^44+121088*x^42+2369472*x^40+34384896*x^38+383691776*x^36\
+3369000960*x^34+23625119648*x^32+133539162112*x^30+611469445120*x^28+227161\
2026880*x^26+6835984896000*x^24+16587549245440*x^22+32204432015360*x^20+4946\
6368851968*x^18+59193039774976*x^16+54061013180416*x^14+36678623567872*x^12+\
17840133832704*x^10+5932090540032*x^8+1262705967104*x^6+156215017472*x^4+960\
7053312*x^2+203689984

Common denominator of the automorphisms:

38912094208

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Sat, 16 Jun 2018 12:23:16 +0200
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