Topologically invariant \sigma-ideals on Euclidean spaces
Taras Banakh, Micha{\l} Morayne, Robert Ra{\l}owski, Szymon \.Zeberski
TL;DR
This paper classifies and analyzes topologically invariant sigma-ideals with an analytic base on Euclidean spaces, focusing on their structure and cardinal characteristics.
Contribution
It provides a comprehensive classification of such sigma-ideals and evaluates their cardinal invariants, advancing understanding of their topological and set-theoretic properties.
Findings
Classification of topologically invariant sigma-ideals
Evaluation of their cardinal characteristics
Insights into their structural properties
Abstract
We study and classify topologically invariant sigma-ideals with an analytic base on Euclidean spaces and evaluate the cardinal characteristics of such ideals.
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Taxonomy
TopicsMathematical and Theoretical Analysis · Advanced Topology and Set Theory · Advanced Banach Space Theory