Predavatelj: Iztok Banič (Univerza v Mariboru)
We give several characterizations of subspaces of products of countably many compact metric spaces that are inverse limits of inverse sequences. These characterizations are obtained both for inverse sequences with continuous single-valued bonding functions and for inverse sequences with upper semicontinuous set-valued bonding functions. The proofs are based on use of crossovers and inverse limit hulls.
Predavanje bo na Fakulteti za matematiko in fiziko Univerze v Ljubljani.