A technique based on a change of independent variables, used in a prev
ious paper to generate C-integrable nonlinear PDEs (i.e. nonlinear PDE
s solvable by an appropriate change of variables) in 1 + 1 dimensions
(one 'time' and one 'space' variable), is extended to the case of more
than one space dimension. Several examples of evolution C-integrable
PDEs in 1 + 2 dimensions (one time and two space variables) are exhibi
ted.