An alternative construction of Conway's ordered field No |
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| Authors: | Philip Ehrlich |
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| Institution: | (1) Department of Philosophy, Brown University, Providence, Rhode Island, USA |
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| Abstract: | An   -universally extending ordered field of power is constructed for each regular power where 0 <  On and
. When is inaccessible, the structure is either a (set) model of J. H. Conway's ordered field No or an isomorphic copy of No depending on whether or not is a set or a proper class.Presented by Jan Mycielski. |
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