Jan Maly (Charles University, Prague)
Fine topologies on metric spaces
Abstract.
The density topology, related to the points of Lebesgue density, and the fine topology from the potential theory are usually regarded as two basic examples of fine topologies on Euclidean spaces (or, more generally, on metric spaces). The aim of this talk is to study a unified scale of fine topologies. In this framework, the density topology also comes from a "potential theory".

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