The q-space is defined by the following equations over (x,y,z):
xy=qyx
yz=qzy
zx=qxz
The transformations of the q-space are matrices A such that A and At are automorphisms of the relations. We obtain so 36=2.18 relations for the coefficients of A. Can we have a quantum group with this construction following the definition of the q-plane and Slq(2)?