|
#############################################################################
##
#W frattExt.gd Cubefree Heiko Dietrich
##
##
#############################################################################
##
#F FrattiniExtensionCF( code, o )
##
## Computes the Frattini extensions of the group given by <code>
## of order <o>. This is a modification of a method in GrpConst.
##
DeclareGlobalFunction("FrattiniExtensionCF");
#############################################################################
##
#F ConstructAllCFGroups( size )
##
## The input <size> has to be a positive cubefree integer. The output is a
## complete and irredundant list of isomorphism type representatives of
## groups of this size. If possible, the groups are given as pc groups and
## as permutations groups otherwise.
##
DeclareGlobalFunction("ConstructAllCFGroups");
#############################################################################
##
#F ConstructAllCFSolvableGroups( size )
##
## The input <size> has to be a positive cubefree integer. The output is a
## complete and irredundant list of isomorphism type representatives of
## solvable groups of this size. The groups are given as pc groups.
##
DeclareGlobalFunction("ConstructAllCFSolvableGroups");
#############################################################################
##
#F CubefreeTestOrder( n )
##
## The input must be a cubefree integer between 1 and 50000. This functions
## tests the functionality of Cubefree and compares it with the SmallGroups-
## library. It returns true if everything is okay, otherwise an error will
## be displayed.
##
DeclareGlobalFunction("CubefreeTestOrder");
[ Dauer der Verarbeitung: 0.8 Sekunden
(vorverarbeitet)
]
|
