Group GAP4(36,1)

Name: C9 : C4
Maximal quotients:GAP4(12,1) GAP4(18,1)
Real polynomial:

x^36-2258*x^34+2089779*x^32-1055402748*x^30+326225244335*x^28-65687775024094\
*x^26+8975427282853885*x^24-857174080642111266*x^22+58447747909097749632*x^2\
0-2885905330849228241647*x^18+103958850395022405774470*x^16-2734461408134572\
682862168*x^14+52171488696836299935233842*x^12-710310479550425534588210218*x\
^10+6690802437733863149497981093*x^8-41205428849540289365003833210*x^6+14836\
8580355292187337525333327*x^4-235435836292078664237928051751*x^2+29802004593\
93400813138329769

Common denominator of the automorphisms:

20452637631914323026360525113293029613316769

Complex polynomial:

x^36+2258*x^34+2089779*x^32+1055402748*x^30+326225244335*x^28+65687775024094\
*x^26+8975427282853885*x^24+857174080642111266*x^22+58447747909097749632*x^2\
0+2885905330849228241647*x^18+103958850395022405774470*x^16+2734461408134572\
682862168*x^14+52171488696836299935233842*x^12+710310479550425534588210218*x\
^10+6690802437733863149497981093*x^8+41205428849540289365003833210*x^6+14836\
8580355292187337525333327*x^4+235435836292078664237928051751*x^2+29802004593\
93400813138329769

Common denominator of the automorphisms:

20452637631914323026360525113293029613316769

Database of Galois polynomials by Bill Allombert and Igor Schein.
Last Modified: Sat, 16 Jun 2018 12:23:16 +0200
Copyleft © 2002-2008 the PARI group.