Ukrainian mathematical congress - 2009

Михайло Зарічний (Львівський національний університет імені Івана Франка, Україна)

Topology of idempotent measures

The set of idempotent measures (Maslov measures) on a compact Hausdorff space can be endowed with the weak* topology. It is known that the obtained space is also compact Hausdorff. The aim of the talk is to consider extensions of the construction of space of idempotent measures over non-compact case and establish their topological properties.