A. Gryzlov
On matrix points in \v Cech--Stone compactifications of discrete spaces

Abstract:We prove the existence of $(2^\tau , \tau )$-matrix points among uniform and regular points of \v Cech--Stone compactification of uncountable discrete spaces and discuss some properties of these points.

Keywords: \v Cech--Stone compactification of discrete spaces, weak $p$-points, independent matrix
AMS Subject Classification: 54D35, 54D40

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