Kieran Power

most citedHorofunction compactifications and duality

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

collaborators

2 papers

math.GT2021★ 4 cited

Horofunction compactifications and duality

Bas Lemmens, Kieran Power

We study the global topology of the horofunction compactification of smooth manifolds with a Finsler distance. The main goal is to show, for certain classes of these spaces, that t…

math.DS2021

Equilibrium States for the Random $β$ -Transformation through $g$ -Measures

Karma Dajani, Kieran Power

We consider the random $β$ -transformation $K_{β}$ , defined on ${0, 1}^{N} \times [0, \frac{⌊ β ⌋}{β - 1}]$ , that generates all possible expansions of the form $x=\sum_…

Horofunction compactifications and duality

Equilibrium States for the Random β-Transformation through g-Measures

Equilibrium States for the Random $β$ -Transformation through $g$ -Measures