This paper considers an acid rain differential game. Countries emit su
lphur which is partly transferred to other countries. Depositions abov
e critical loads ultimately destroy the soil. Countries face a trade-o
ff between the costs of emission reductions and the damage to the soil
due to the depletion of the acid buffers. Because of the transboundar
y externalities the outcome will depend on whether the countries coope
rate or not. This paper presents the cooperative outcome and the open-
loop and Markov-perfect Nash equilibria of the acid rain differential
game. It will be shown that the depositions always converge to the cri
tical loads but the steady-state levels of the buffer stocks differ. T
he theory is used to analyse the acid rain differential game for sulph
ur between Great Britain and Ireland. Finally, some results are given
for the whole of Europe.