  The quantum group GL_p,q(2) is known to be related to the Jordanian
GL_h,h'(2) via a contraction procedure. It can also be realised using the
generators of the Hopf algebra G_r,s. We contract the G_r,s quantum group to
obtain its Jordanian analogue G_m,k, which provides a realisation of GL_h,h'(2)
in a manner similar to the q-deformed case.
