CONTINUITY PROPERTIES OF THE CORE OF A MARKET (REVISED VERSION).
HEBREW UNIV JERUSALEM (ISRAEL) DEPT OF MATHEMATICS
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The behavior of the core of a market with a continuum of traders, when the initial bundles and the initial preferences of the traders are allowed to vary, is studied. A related problem which is also studied, is the relation between the limit theorems for n-trader markets as n goes to infinity, and the corresponding theorems for markets with a continuum of traders. Among the tools introduced are a topology on the space of possible preference relations of a trader, and notions of epsilon-core for markets. Author
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