ConjugatedCrystGroup( G, c )
returns a new CrystGroup which is a conjugate of G. The conjugator c
can either be a d-dimensional linear matrix (which then is complemented
with the zero translation), or a (d+1)-dimensional affine matrix. The
generators are conjugated as g^c = c*g*c^{-1}. Some components which
are bound in G are copied and translated to the new basis, in
particular G.generators, G.translations, G.internalBasis, and
G.wyckoffPositons. If G.internalBasis is bound,
ConjugatedCrystGroup( G, G.internalBasis )
returns a CrystGroup whose translation lattice (of rank k) is generated
by the first k rows of the identity matrix. ConjugatedCrystGroup
allows as input only a parent CrystGroup.
GAP 3.4.4