Resumen de Relaciones entre propiedades de supremo y propiedades de interpolación en álgebras de Boole
In this paper the relations between some properties of interpolation and some properties of supremum, on Boolean algebras with the countable chain condition, are studied. It is also proved that a Boolean algebra has the Nikodym property if and only if the support algebras of its measures have it. A new sufficient condition for a Bolean algebra have the Grothendieck property is given.
