  We find fundamental solutions to p-Laplace equations with drift terms in the
Heisenberg group and Grushin-type planes. These solutions are natural
generalizations to the fundamental solutions discovered by Beals, Gaveau, and
Greiner for the Laplace equation with drift term. Our results are independent
of the results of Bieske and Childers, in that Bieske and Childers consider a
generalization that focuses on a p-Laplace-type equation while we primarily
concentrate on a generalization of the drift term.
