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Our approach stresses the bundle approach, concrete imprimitivity bimodules and is a preamble to a detailed treatment of the Brauer semigroup for a locally Hausdorff, locally
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
We also provide exact formulas for the total number of unlabeled (i.e., defined up to a rotation) maximal independent sets and the number of unlabeled maximal independent sets having
Consequently, in these cases, the towers of objects in the categories of sets, pointed sets, groups and abelian groups, can be replaced by adequate algebraic models ( M -sets,
In this work we are concerned with the existence of fixed points for a class of monotone operators defined on locally convex spaces.. For generalities about locally convex spaces
In this direction we shall introduce the concept of semi-openness maps called ap-semi-open maps by using sg-closed sets and study some of their basic properties.. This
We discuss some properties related to the operator asociated to a topology and prove some theorems formulated in the notions of α -semi open sets, in a similar way as in
To compensate for this, at the end of the paper we discuss the convergence and error properties of a similar construction of fBM that uses the KMT approximation instead, which