**"Mappings of inverse limits revisited^3"**
#### Banic, IztokWe revisit the results from two papers, Mioduszewski's ``Mappings of inverse limits'' and Feuerbacher's ``Mappings of inverse limits revisited'' to obtain new mapping theorems for inverse limits of inverse sequences of compact metric spaces with continuous single-valued bonding functions. Then, we apply the results to the theory of inverse limits of inverse sequences of compact metric spaces with upper semi-continuous set-valued bonding functions to obtain new mapping theorems for such inverse limits.
This is joint work with Goran Erceg and Judy Kennedy. |