A distortionary tax finances a public service and, because of an adjus
tment cost, the tax base adjusts slowly to any change in the tax rate.
I compare the steady-state public service level with the level achiev
ed using lump-sum taxation (first-best). Utility is assumed to be addi
tively separable. If the government can commit, the public service is
unaffected by the adjustment rare and is likely to be less than the fi
rst-best level. However, if the government cannot commit, this outcome
is time-inconsistent, If the government cannot, commit but reoptimize
s continuously, the public service is affected by the adjustment rate.
A very slow adjustment rate causes the marginal cost of funds to be a
pproximately unity and the public service to strictly exceed the first
-best level. (C) 1997 Academic Press.