On a construction of universally small sets.

Piotr Zakrzewski

doi:rae/1150118749

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Home > Journals > Real Anal. Exchange > Volume 28 > Issue 1 > Article

2002-2003 On a construction of universally small sets.

Piotr Zakrzewski

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Piotr Zakrzewski¹
¹Institute of Mathematics, University of Warsaw

Real Anal. Exchange 28(1): 215-221 (2002-2003).

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Abstract

We present a construction of an uncountable subset of the reals which belongs to every \s-ideal $I$ on ${\mathbb R}$\ with the property that there is no uncountable family of disjoint Borel sets outside $I$.