Evren, Özgür2016-07-012016-07-012004http://hdl.handle.net/11693/29580Cataloged from PDF version of article.In this study we analyze Pareto optimal and core allocations of an exchange economy containing a Banach space of commodities and a measure space of traders. We show that in such an economy E, if a coalition C blocks an allocation, then a sufficiently small perturbation of C will also block the allocation. It is also shown that the Pareto set and the core of E are closed subsets of the Banach space of all integrable mappings of the consumer space into the commodity space. Provided that the commodity space of E is separable, we give a strengthening of this result by considering a particular form of convergence of a sequence of economies. To obtain these theorems on double large economies we establish several results related to the integral of B-space valued correspondences.vii, 61 leavesEnglishinfo:eu-repo/semantics/openAccessInfinite Dimensional EconomyCorrespondenceBochner IntegralPareto SetCoreLarge EconomyHB135 .E97 2004Economics, Mathematical.ThesisBILKUTUPB084215