Abstract
This paper investigates the existence of envy-free and Pareto efficient allocations in economies with finitely many indivisible goods and one divisible good (money). The existence of envy-free allocations is proved under very weak conditions, but the paper contains an example of an economy in which the set of envy-free allocations and the set of Pareto efficient allocations are disjoint. It contains moreover sufficient conditions for an economy in which the existence of an envy-free and Pareto efficient allocation is assured.
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