Partial measures.
Partition of nondenumerable closed sets of reals
Pointwise Compactness and Weakly Compact Sets in L...
Pointwise density topology
The paper presents a new type of density topology on the real line generated by the pointwise convergence, similarly to the classical density topology which is generated by the convergence in measure. Among other things, this paper demonstrates that the set of pointwise density points of a Lebesgue measurable set does not need to be measurable and the set of pointwise density points of a set having the Baire property does not need to have the Baire property. However, the set of pointwise density...
Positive operator bimeasures and a noncommutative generalization
For C*-algebras A and B and a Hilbert space H, a class of bilinear maps Φ: A× B → L(H), analogous to completely positive linear maps, is studied. A Stinespring type representation theorem is proved, and in case A and B are commutative, the class is shown to coincide with that of positive bilinear maps. As an application, the extendibility of a positive operator bimeasure to a positive operator measure is shown to be equivalent to various conditions involving positive scalar bimeasures, pairs of...
Prémesures et mesures sur les espaces compactologiques
Pre-supports of linear probability measures and linear Lusin measurable functionals [Book]
Primitive d'une mesure sur les compacts d'un espace métrique
Products of group-valued measures
Produit topologique, produit tensoriel et -replétion
Properties of a function of E. Marczewski
Pure measures