In this thesis, we investigate some properties of unigroups. In particular, we investigate certain properties of the unit interval in such groups and how they can be translated to other intervals in the group and to the group itself. The result is to illuminate further the connection between effect algebras and partially ordered abelian groups that was first demonstrated by Professors M. K. Bennett and D. Foulis.
Identifier / keyword
Pure sciences, Boolean algebras, Heyting algebra, Order unit intervals, Quantum logic, Unigroups
Order unit intervals in unigroups
Ritter, Nathan Rodney
DAI-B 62/04, Dissertation Abstracts International
Place of publication
Country of publication
Cook, Thurlow; Foulis, David
University of Massachusetts Amherst
United States -- Massachusetts
Dissertations & Theses
ProQuest document ID
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