The low-temperature behavior of transport properties across an Anderso
n-type metal-insulator transition is considered. It is shown that prev
ious discussions are flawed; in particular, we demonstrate that the th
ermopower S is not divergent as the mobility edge E(c) is approached f
rom the metallic side. At E(c), S achieves a temperature-independent v
alue, determined solely by the conductivity index nu. Furthermore, far
from being universal in the metallic phase, the Lorentz number change
s as the mobility edge is approached and, in addition, depends on nu.
We also prove that, contrary to previous assertions, the thermal condu
ctivity varies like T(v+1) as T-->0.