Cat1SectionByImages( C, im )
This function takes a list of images in G = C.source
for the
generators of R = C.range
and constructs a homomorphism xi : R
to G which is then tested to see whether the axioms of a section are
satisfied.
gap> SC; cat1-group [c3^2
|
Xc2 ==> s3] gap> imxi := [ (1,2,3), (1,2)(4,6) ];; gap> xi := Cat1SectionByImages( SC, imxi ); Cat1SectionByImages( s3, c3^2
|
Xc2, [ (4,5,6), (2,3)(5,6) ], [ (1,2,3), (1,2)(4,6) ] )
GAP 3.4.4