Théorie algébrique des nombres avancée
nfsplitting
Le polynôme calculé par nfsplitting peut être gros.
Q3 = nfsplitting(P3)
% = x^24+12*x^23-66*x^22-1232*x^21+735*x^20
+54012*x^19+51764*x^18-1348092*x^17-2201841*x^16
+21708244*x^15+41344014*x^14-241723272*x^13
-454688929*x^12+1972336584*x^11+3130578366*x^10
-12348327032*x^9-13356023346*x^8+59757161004*x^7
+32173517686*x^6-204540935496*x^5-11176476888*x^4
+433089193668*x^3-155456858376*x^2-422808875280*x
+320938557273