Group GAP4(48,9)

Name: C2 x (C3 : C8)
Maximal quotients:GAP4(16,5) GAP4(24,1) GAP4(24,7)
Real polynomial:
x^48-240*x^46+27000*x^44-1892000*x^42+92557500*x^40-3357900000*x^38+93674750\
000*x^36-2056275000000*x^34+36049071093750*x^32-509411375000000*x^30+5831419\
687500000*x^28-54159131250000000*x^26+407447167968750000*x^24-24715476562500\
00000*x^22+11994275390625000000*x^20-46038632812500000000*x^18+1375763832092\
28515625*x^16-313266906738281250000*x^14+527912750244140625000*x^12-63234558\
1054687500000*x^10+508134841918945312500*x^8-250930786132812500000*x^6+65803\
527832031250000*x^4-6866455078125000000*x^2+382544701562500
Common denominator of the automorphisms:
1558284730000000
Complex polynomial:
x^48+240*x^46+27000*x^44+1892000*x^42+92557500*x^40+3357900000*x^38+93674750\
000*x^36+2056275000000*x^34+36049071093750*x^32+509411375000000*x^30+5831419\
687500000*x^28+54159131250000000*x^26+407447167968750000*x^24+24715476562500\
00000*x^22+11994275390625000000*x^20+46038632812500000000*x^18+1375763832092\
28515625*x^16+313266906738281250000*x^14+527912750244140625000*x^12+63234558\
1054687500000*x^10+508134841918945312500*x^8+250930786132812500000*x^6+65803\
527832031250000*x^4+6866455078125000000*x^2+382544701562500
Common denominator of the automorphisms:
1558284730000000

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Tue, 27 May 2014 19:57:28 +0200
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