activity
20212023
most citedAn uncountable family of non-smooth fans that admit transitive homeomorphisms

2 citations · 4 across the 5 of their papers we have counts for

collaborators

5 papers

math.DS20232 cited

An uncountable family of non-smooth fans that admit transitive homeomorphisms

Iztok Banic, Judy Kennedy, Chris Mouron +1

Recently, many examples of smooth fans that admit a transitive homeomorphism have been constructed. For example, a family of uncountably many pairwise non-homeomorphic smooth fans…

math.DS20231 cited

An uncountable family of smooth fans that admit transitive homeomorphisms

Iztok Banic, Goran Erceg, Judy Kennedy +2

We construct a family of uncountably many pairwise non-homeomorphic smooth fans that admit transitive homeomorphisms. In addition, we show that the star of Cantor fans admits a tra…

math.GN20231 cited

An embedding of the Cantor fan into the Lelek fan

Iztok Banič, Goran Erceg, Judy Kennedy

The Lelek fan is usually constructed as a subcontinuum of the Cantor fan in such a way that the set of the end-points of is dense in . It easily follows that the Lelek f…

math.DS2022

Transitive points in CR-dynamical systems

Iztok Banič, Goran Erceg, Sina Greenwood +1

We study different types of transitive points in CR-dynamical systems (X,G) with closed relations G on compact metric spaces X. We also introduce transitive and dense orbit transit…

math.DS2021

Mapping and fixed point property theorems for inverse limits with set-valued bonding functions

Iztok Banic, Goran Erceg, Judy Kennedy

Among other results, the paper gives new mapping theorems and new fixed point property theorems for inverse limits of inverse sequences of compact metric spaces with upper semicont…