Let A be a Boolean algebra and G a complete Hausdorff topological commutative group. We present some properties which A and G have necessarily to fulfil for every finitely additive function from A to G to be the pointwise limit of strongly continuous and exhaustive finitely additive functions.

Some consequences of a density theorem in measure theory

CAVALIERE, Paola;
2011

Abstract

Let A be a Boolean algebra and G a complete Hausdorff topological commutative group. We present some properties which A and G have necessarily to fulfil for every finitely additive function from A to G to be the pointwise limit of strongly continuous and exhaustive finitely additive functions.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/4571460
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