Archimedean unital groups with finite unit intervals.
Foulis, David J. (2003)
International Journal of Mathematics and Mathematical Sciences
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Displaying similar documents to “The base-normed space of a unital group”
Archimedean unital groups with finite unit intervals.
Compressible groups
David J. Foulis (2003)
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The facial structure of the finite dimensional latticial cone.
Németh, A.B. (2004)
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Sets of simple observables in the operational approach to quantum theory
C. M. Edwards (1971)
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Terminal subsets of convex sets in finite-dimensional real normed spaces
Marek Lassak (1986)
Colloquium Mathematicae
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-cones and potential theory
Nicu Boboc, Gheorghe Bucur, A. Cornea (1975)
Annales de l'institut Fourier
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The -cone is an abstract model for the cone of positive superharmonic functions on a harmonic space or for the cone of excessive functions with respect to a resolvent family, having sufficiently many properties in order to develop a good deal of balayage theory and also to construct a dual concept which is also an -cone. There are given an integral representation theorem and a representation theorem as an -cone of functions for which fine topology, thinnes, negligible sets and the...
A constructive proof that every 3-generated l-group is ultrasimplicial
Daniele Mundici, Giovanni Panti (1999)
Banach Center Publications
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We discuss the ultrasimplicial property of lattice-ordered abelian groups and their associated MV-algebras. We give a constructive proof of the fact that every lattice-ordered abelian group generated by three elements is ultrasimplicial.