A topological interpretation of \({\mathfrak t}\)
The author investigates various topological spaces homeomorphic to suitable subsets of the reals (zero-dimensional, separable, metrizable topological spaces). The spaces of his interest have a strong connection with the cardinals \({\mathfrak p}, {\mathfrak t}, {\mathfrak b}, {\mathfrak d},{\mathfrak c}\) associated with infinitary combinatorics. Except of his own results the author mentions results of many other authors working in the investigated branch. Hence the paper can serve as a good source of information concerning the topic. Nevertheless, I think that the work is interesting only to specialists in this branch.
\({\mathfrak p}, {\mathfrak t}, {\mathfrak b}, {\mathfrak d},{\mathfrak c}, \gamma \)-cover
scientific article; zbMATH DE number 1449524