Group GAP4(36,7)

Name: (C3 x C3) : C4
Maximal quotients:GAP4(12,1) GAP4(18,4)
Real polynomial:
x^36-896*x^34+329672*x^32-65526720*x^30+7828316440*x^28-595133603456*x^26+29\
858637235616*x^24-1011471101367552*x^22+23422436619121680*x^20-3723418363389\
31200*x^18+4055926076439347712*x^16-30091567469274243072*x^14+15060365454944\
6662144*x^12-500587001753782845440*x^10+1077010550933914419200*x^8-143946074\
9246005248000*x^6+1119413200719880192000*x^4-453551299002368000000*x^2+72568\
207840378880000
Common denominator of the automorphisms:
78406917123891409542724775548557459456000
Complex polynomial:
x^36+896*x^34+329672*x^32+65526720*x^30+7828316440*x^28+595133603456*x^26+29\
858637235616*x^24+1011471101367552*x^22+23422436619121680*x^20+3723418363389\
31200*x^18+4055926076439347712*x^16+30091567469274243072*x^14+15060365454944\
6662144*x^12+500587001753782845440*x^10+1077010550933914419200*x^8+143946074\
9246005248000*x^6+1119413200719880192000*x^4+453551299002368000000*x^2+72568\
207840378880000
Common denominator of the automorphisms:
78406917123891409542724775548557459456000

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