EUDML | On minimal Hausdorff and minimal Urysohn functions

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An $α$ -space is a topological space in which the topology is generated by the family of all $α$ -sets (see [N]). In this paper, minimal- $α 𝒫$ -spaces (where $𝒫$ denotes several separation axioms) are investigated. Some new characterizations of $α$ -spaces are also obtained.