Directory UMM :Journals:Journal_of_mathematics:TAC:
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complex Radon measures and “Radon” measures on locally Hausdorff, lo- cally compact spaces that are a bit beyond the standard measure theory courses we all teach — although much
Generalizing the fact that Scott’s continuous lattices form the equational hull of the class of all algebraic lattices, we describe an equational hull of LFP, the category of
We begin with the introduction of the category Rel B of relational variable sets and morphisms, and its equivalence to Cat f /B.. We conclude, in § 5, with an application to
We shall also introduce a notion of openness for these generalized mor- phisms and we shall prove that open generalized morphisms of locally compact Hausdorff second countable
In this short paper we prove the equivalence between the Radon- Nikodym Theorem for reflexive Banach spaces and the representability of weakly compact operators with domain L 1 ( µ
The class is described there as, roughly speaking, the smallest class of groups containing both locally compact abelian groups and nuclear topological vector spaces and that is
Let G be a discrete group, O ( G ) the associated category of canonical orbits (see e.g., [1, 2]) and G - SS the category of G -simplicial sets. [4, 6]) an equivalence of
Even though we intend to consider (locally compact) topological spaces X in general, we need only use lattice or domain theory to study Σ X , since this is just the lattice of
