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
CAVALIERE, Paola;
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.File in questo prodotto:
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