We extend Greenberg et al. 7%DIFDELCMD < ] %%% to a production economy with infinitely many commodities and prove the existence of a competitive equilibrium for the economy . We employ a saturated measure space for the set of agents and apply recent results for an infinite dimensional separable Banach space such as Lyapunov's convexity theorem and an exact Fatou's lemma to obtain the result.
We %DIFDELCMD < ] %%% prove the existence of a competitive equilibrium in a production economy with infinitely many commodities and a measure space of agents whose preferences are price dependent . We employ a saturated measure space for the set of agents and apply recent results for an infinite dimensional separable Banach space such as Lyapunov's convexity theorem and an exact Fatou's lemma to obtain the result.
D
extend Greenberg et al.
D
7
R
to a
prove the existence of a competitive equilibrium in a
R
prove the existence of a competitive equilibrium for the economy
a measure space of agents whose preferences are price dependent