Addendum to On Kuratowski partitions in the Marczewski and Laver structures and Ellentuck topology
Joanna Jureczko
TL;DR
This paper extends previous results on Kuratowski partitions within Marczewski, Laver, and Ellentuck topologies, focusing on generalizations involving point-finite families.
Contribution
It provides new generalizations of earlier findings, specifically addressing point-finite families in these specialized topological structures.
Findings
Extended Kuratowski partition results to point-finite families
Generalized results in Marczewski, Laver, and Ellentuck topologies
Enhanced understanding of partition properties in complex topologies
Abstract
In this paper we present the generalizations of results, given in the paper published in Georgian J. Math. 26(2019) no. 4, pp 591-598, towards point-finite families.
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Taxonomy
TopicsAdvanced Topology and Set Theory · Functional Equations Stability Results · Mathematical and Theoretical Analysis