Existence of Maximal Elements and Equilibria in Linear Topological Spaces
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Existence of Maximal Elements and Equilibria in Linear Topological Spaces
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1983-08
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Center for Economic Research, Department of Economics, University of Minnesota
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Working Paper
Abstract
We present some mathematical theorems which are used to generalize
previous results on the existence of maximal elements and of equilibria.
Our main theorem in this paper is a new existence proof of an equilibrium
in an abstract economy, which is closely related to a previous
result of Shafer-Sonnenschein and Borglin-Keiding, but allows for an
infinite number of commodities and a countably infinite number of agents.
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183
183
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yannelis, N.C. and Prabhakar, N.D., (1983), "Existence of Maximal Elements and Equilibria in Linear Topological Spaces", Discussion Paper No. 183, Center for Economic Research, Department of Economics, University of Minnesota.
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Yannelis, Nicholas C.; Prabhakar, N.D.. (1983). Existence of Maximal Elements and Equilibria in Linear Topological Spaces. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/55275.
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