We prove the existence of general equilibrium for continuous-time over
lapping-generations models. Previous theorems exclude all non-linear C
.E.S, and von Neumann- Morgenstern preferences and exclude production.
Our primitive assumptions are satisfied by such preferences and by al
l Markovian production technologies satisfying Bewley's assumptions fo
r Arrow-Debreu models provided that storage is possible, at some finit
e rate of depreciation and some positive capacity. A non-existence exa
mple shows our Markovian and storage assumptions cannot be dropped. (C
) 1996 Academic Press, Inc.