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1995/1996 Large sets containing copies of small sets
Jakub Jasinski
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Real Anal. Exchange 21(2): 758-766 (1995/1996).


We investigate what large sets of real numbers such as uncountable, open, second Baire category, or positive Lebesgue measure contain copies of small sets such as finite, countable, or bounded. Some remarks on the related Erdös problem are included.


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Jakub Jasinski. "Large sets containing copies of small sets." Real Anal. Exchange 21 (2) 758 - 766, 1995/1996.


Published: 1995/1996
First available in Project Euclid: 14 June 2012

zbMATH: 0879.28001
MathSciNet: MR1407291

Primary: 28A05 , 28C10
Secondary: 03E15

Keywords: Baire property , Lebesgue measure , similar sets

Rights: Copyright © 1995 Michigan State University Press

Vol.21 • No. 2 • 1995/1996
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