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ON THE IDEAL OF ALL SUBSETS ON N OF DENSITY ZERO (barrelled space/density zero)
BibTeX
@MISC{Ferrando_onthe,
author = {J. C. Ferrando and M. López Pellicer},
title = {ON THE IDEAL OF ALL SUBSETS ON N OF DENSITY ZERO (barrelled space/density zero)},
year = {}
}
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Abstract
In this note we obtainsome strong barre11edness prop~ erties concerning the simple function space generated by the hereditary ring Z of a11 subsets of density zero of N. RESUMEN En esta nota obtenemos algunas propiedades de fuerte tonelación relativas al espacio de las funciones simples generado por el anillo hereditario Z de todos los subcon-juntos de densidad cero de N. 1. PRELIMINARIES If 2 ( is a ring of subsets of a set n, we denote by ba (2() the linear space over the field]K of the real or complex numbers consisting of a11 those bounded finitely additive scalar measures on '1? This is a Banach space when it is provided with the supremum-norm
Keyphrases
barrelled space density subset density zero linear space resumen en esta nota additive scalar measure algunas propiedades relativas al banach space por el anillo hereditario de hereditary ring funciones simple simple function space a11 subset complex number strong barre11edness prop erties
