This article extends the recent study of the cardinal functions $F_{\theta}$ and $t_{\theta}$ for H-closed Urysohn spaces and the research of I. Bandlov and V.I. Ponomarev on tightness type of absolutes. In particular, some results are obtained and used to study the relationships among the cardinal functions $t$, $t_{\theta}$, $F$ and $F_{\theta}$ in the context of Iliadis and Banaschewski absolutes of Hausdorff spaces.
Absolutes of Hausdorff spaces and cardinal invariants F_θ and t_θ
CAMMAROTO, Filippo;CATALIOTO, ANDREI;
2013-01-01
Abstract
This article extends the recent study of the cardinal functions $F_{\theta}$ and $t_{\theta}$ for H-closed Urysohn spaces and the research of I. Bandlov and V.I. Ponomarev on tightness type of absolutes. In particular, some results are obtained and used to study the relationships among the cardinal functions $t$, $t_{\theta}$, $F$ and $F_{\theta}$ in the context of Iliadis and Banaschewski absolutes of Hausdorff spaces.File in questo prodotto:
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