A Localization in MV-algebras
In this document we consider a way of localizing an MV-algebra. Given any prime filter $F$ we find a local MV-algebra which has the same poset of prime filters as the poset of prime filters comparable to $F$.
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arXiv subjects
Colin G. Bailey
Publications and source records attributed to Colin G. Bailey.
Prime Filters in an MV-algebra
In this document we consider the prime spectrum of an MV-algebra with certain natural operations. These are used to show connections between the classes of prime lattice filters and prime implication filters.
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Prime Filters in MV-algebras II
In this document we consider the prime and maximal spectra of an MV-algebra with certain natural operations. Several new MV-algebras are constructed in this fashion.
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