3 papers
math.DS2023
Geodesic flows and slow downs of continued fraction maps
Claire Merriman
The connection between cutting sequences of geodesics on the modular surface and regular continued fractions was established…
math.DS2021
Natural extensions and entropy of -continued fraction expansions with odd partial quotients
Yusuf Hartono, Cor Kraaikamp, Niels Langeveld +1
In an article (which we will refer to as [BM]) of Boca and the fourth author of this paper, a new class of continued fraction expansions with odd partial quotients, parameterized b…
math.DS2018
-Expansions with odd partial quotients
Florin P. Boca, Claire Merriman
We consider an analogue of Nakada's -continued fraction transformation in the setting of continued fractions with odd partial quotients. More precisely, given $α\in [\frac{1}{2}…