A technique based on a change of dependent variables, used in a previo
us paper to generate C-integrable nonlinear partial differential equat
ions (PDEs) (i.e., nonlinear PDEs linearizable by an appropriate Chang
e of variables) in 1 + 1 dimensions (one time and one space variables)
, is extended to the case of more than one space dimension. Several ex
amples of evolution C-integrable PDEs in 1 + 2 dimensions (one time an
d two space variables) are exhibited.