Examples in Discrete Iteration of Arbitrary Intervals of Slopes
Given a compact interval [a, b]⊂[0, π], we construct a parabolic self-map of the upper half-plane whose set of slopes is [a, b]. The nature of this construction is completely discrete and explicit: we explicitly construct a self-map and we explicitly show in which way its orbits…
DOI: 10.1007/s12220-025-01934-4