id: 06039631
dt: j
an: 06039631
au: Aslam, Muhammad; Mushtaq, Qaiser
ti: Parametrization of actions of $\langle u,v:u^6=v^6=1\rangle$.
so: Quasigroups Relat. Syst. 19, No. 2, 183-192 (2011).
py: 2011
pu: Institute of Mathematics, Chişinău; Higher College of Engineering in
    Legnica, Legnica
la: EN
cc: 
ut: linear-fractional transformations; non-degenerate homomorphisms; conjugacy
    classes; parametrizations; projective lines
ci: 
li: 
ab: Summary: Graham Higman proposed the problem of parametrization of actions
    of the extended modular group $\text{PGL}(2,\Bbb Z)$ on the projective
    line over $\Bbb F_q$. This problem was solved by the second author. In
    this paper, we take up the problem and parametrize the actions of
    $\langle u,v,t:u^6=v^6=t^2=(ut)^2=(vt)^2=1\rangle$ on the projective
    line over finite Galois fields.
rv: