Abstract
This is a short and compact survey of finitely additive models in Equilibrium theory; starting from the classical finite-dimensional countably additive model as investigated by Aumann we present the further developments and the core-walras eqivalences that have been proven in finitely additive coalitional finitely dimensional models as well as those in infinite dimensional settings, both in the countably additive case as well as in the finitely additive one.
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