3 citations · 3 across the 4 of their papers we have counts for
4 papers
Invariant measures for piesewise fractional linear maps
Fritz Schweiger
The first part deals with piecewise fractional linear maps with three branches. Given a map a map is called a related map if some branches of are replaced by a 'flipped…
The problem with twp linear branches
Fritz Schweiger
Piecewise fractional linear maps wzth three or more branches have been studied in several papers. For many Moebius maps the shape of the density of their invariant measurs can be w…
On Moebius maps which are characterised by the configuration ot their dual maps
Fritz Schweiger
Here we consider piecewise fractional linear maps with three branches. The paper presents a study of invariant measures with densities which can be written as infinite series. Thes…
Differentiable equivalence of fractional linear maps
Fritz Schweiger
A Moebius system is an ergodic fibred system (see \citer5) defined on an interval with partition $(J_k),k\in I,#I\geq 2$ such that ,…