In this paper we state an extension of a Drewnowski lemma to non-additive functions which are defined on an orthomodular structure and attain values into a uniform space, where no algebraic structure is required and the uniformity is induced by a complete metric. As consequences we prove Brooks–Jewett as well as Cafiero theorems for such class of functions.

On Drewnowski lemma for non additive functions and its consequences

VENTRIGLIA, FLAVIA
2010

Abstract

In this paper we state an extension of a Drewnowski lemma to non-additive functions which are defined on an orthomodular structure and attain values into a uniform space, where no algebraic structure is required and the uniformity is induced by a complete metric. As consequences we prove Brooks–Jewett as well as Cafiero theorems for such class of functions.
2010
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/148265
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