most citedAbsolutes of Hausdorff spaces and cardinal invariants $F_{\te}$ and $t_{\te}$}

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.GN2012

Diagonalizations of dense families

Maddalena Bonanzinga, Filippo Cammaroto, Bruno Antonio Pansera +1

We develop a unified framework for the study of properties involving diagonalizations of dense families in topological spaces. We provide complete classification of these propertie…

math.GN2012

On the cardinality of Hausdorff spaces

Filippo Cammaroto, Andrei Catalioto, Jack Porter

A common generalization for two of the main streams of cardinality inequalities is developed; each stream derives from the famous inequality established by A.V. Arhangel'ski\uı in…

math.GN2012★ 1 cited

Absolutes of Hausdorff spaces and cardinal invariants $F_{\te}$ and $t_{\te}$}

Filippo Cammaroto, Andrei Catalioto, Jack Porter

This article extends the recent study of the cardinal functions and for H-closed Urysohn spaces and the research of I. Bandlov and V.I. Ponomarev on tightness type of a…

math.GN2012

Cardinal functions and for H-closed spaces

Filippo Cammaroto, Andrei Catalioto, Jack Porter

In this article, starting with results from a paper by Cammaroto and Kočinac in 1993, we prove that for every H-cl…

math.GN2012

On the cardinality of the -closed hull of sets II

Filippo Cammaroto, Andrei Catalioto, Bruno Antonio Pansera +1

The research in this paper is a continuation of the investigation of the cardinality of the -closed hull of subsets of spaces. This research obtains new upper bounds of the card…

math.GN2012

On the cardinality of the -closed hull of sets

Filippo Cammaroto, Andrei Catalioto, Bruno Antonio Pansera +1

The θ-closed hull of a set A in a topological space is the smallest set C containing A such that, whenever all neighborhoods of a point intersect C, this point is in C. We…