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The Set of All Countable Ordinals: An Inquiry into Its Construction, Properties, and a Proof Concerning Hereditary Subcompactness
Hill, Jacob
Hill, Jacob
Abstract
This thesis looks at the construction of the set of all countable ordinals without the use of the axiom of choice. It also looks at some general properties of the set and its subsets, along with a proof concerning its hereditary subcompactness.
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Thesis is part of Honors ETD pilot project, 2008-2013. Migrated from Dspace in 2016.
Date
2009-05-07
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Keywords
Mathematics, Well-Order, Countable Ordinals, Subcompact
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Department
Mathematics