-Lindelöf spaces.
In quest of weaker connected topologies
We study when a topological space has a weaker connected topology. Various sufficient and necessary conditions are given for a space to have a weaker Hausdorff or regular connected topology. It is proved that the property of a space of having a weaker Tychonoff topology is preserved by any of the free topological group functors. Examples are given for non-preservation of this property by “nice” continuous mappings. The requirement that a space have a weaker Tychonoff connected topology is rather...
Inaccessibility, essential maps, and shape theory
Initial Morphisms and Monomorphisms.
Invariance of -spaces under mappings
Inverse limits of smooth continua
Irreducible images of
Irreducibly confluent mappings
Irresolute multifunctions.
Isomorphism of spaces of bounded continuous functions
Iterative processes and open mapping theorems