TL;DR
This bulletin compiles recent research and solutions in set-theoretic topology, covering topics like measurable cardinals, topological games, and selection principles, advancing understanding of Lindelof spaces and related areas.
Contribution
It presents new results and solutions in core SPM topics, including measurable cardinals, topological games, and models of set theory, enriching the field's theoretical landscape.
Findings
Measurable cardinals influence Lindelof space cardinality
Topological games relate to covering dimension
Refinements of Menger's and Hurewicz's problems
Abstract
In addition to 29 announcements in related areas, this issue contains several contributions to "core" SPM: Measurable cardinals and the cardinality of Lindelof spaces; Topological games and covering dimension; Menger's and Hurewicz's Problems: Solutions from "The Book" and refinements; Point-cofinite covers in the Laver model; Projective versions of selection principles
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Taxonomy
TopicsAdvanced Topology and Set Theory · Computability, Logic, AI Algorithms · Advanced Algebra and Logic