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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

P (Lie(G)) both the set corresponding to compact Cartan subgroups as well as the set corresponding to non-compact Cartan subgroups contains non-empty open sets, if we assume that G is

Our definition of entropic category is roughly equivalent to having a single category with two ∗-autonomous structures, one commutative and one cyclic related by a linear

If one consider more gen- eraly quasi-minuscule Schubert varieties of non minuscule type (see [LMS] for a definition, the case of quasi-minuscule Schubert varieties of minuscule

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

The intersection of all semi-closed (resp. α -closed) sets contain- ing A is called the semi-closure (resp.. Recall also that a space ( X, τ ) is called extremally disconnected if

As regards cyclical compactness, we observe the conjecture of [15] that if a dominated operator T between spaces with mixed norm is cyclically compact and T S with S compact then T

We introduce weak compact-friendliness as an extension of compact-friendliness, and and prove that if a non-zero weakly compact-friendly operator B : E → E on a Banach lattice