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@fieker found these problems, see the examples shown in #1835.
The type FPGroup describes subgroups of groups that are given by finite sets of generators and relators.
On the GAP side, there is a distinction between GAP.Globals.IsFpGroup and GAP.Globals.IsSubgroupFpGroup,
and functions such as GAP.Globals.RelatorsOfFpGroup are defined only for GAP.Globals.IsFpGroup.
Thus the current Oscar function relators(G::FPGroup) does not work in general.
Similarly, forming quotients of general groups of type FPGroup may not work if the corresponding GAP group is only in GAP.Globals.IsSubgroupFpGroup; or if it works, the returned GAP object is not suitable for being used on the Oscar side, or is perhaps not reliable at all.
The text was updated successfully, but these errors were encountered:
@fieker found these problems, see the examples shown in #1835.
The type
FPGroup
describes subgroups of groups that are given by finite sets of generators and relators.On the GAP side, there is a distinction between
GAP.Globals.IsFpGroup
andGAP.Globals.IsSubgroupFpGroup
,and functions such as
GAP.Globals.RelatorsOfFpGroup
are defined only forGAP.Globals.IsFpGroup
.Thus the current Oscar function
relators(G::FPGroup)
does not work in general.Similarly, forming quotients of general groups of type
FPGroup
may not work if the corresponding GAP group is only inGAP.Globals.IsSubgroupFpGroup
; or if it works, the returned GAP object is not suitable for being used on the Oscar side, or is perhaps not reliable at all.The text was updated successfully, but these errors were encountered: