1 citations · 1 across the 5 of their papers we have counts for
6 papers
Variability in a Model of Divergent and Convergent Coupled Ice Streams: Synchronisation, Transients and Chaos
Joshua Grimstead, Peter Ashwin, Tanja I. Schindler
Fast-flowing glaciers, known as ice streams, control the majority of ice sheet mass loss due to thermomechanical coupling at their base, which can induce basal lubrication and high…
Generalized Thue-Morse measures: spectral and fractal analysis
Philipp Gohlke, Marc Kesseböhmer, Tanja I. Schindler
We investigate a family of Riesz products and show that they can be regarded as diffraction measures of generalized Thue-Morse sequences, possibly over an infinite alphabet. These…
The influence of the maximal summand on ergodic sums of non-integrable observables over rotations
Adam Kanigowski, Tanja I. Schindler
For being an irrational rotation of angle on the one torus and , we compare the behavior of the Birkhoff sum $S_N(ϕ)=\sum_{k=…
Trimmed ergodic sums for non-integrable functions with power singularities over irrational rotations
Max Auer, Tanja I. Schindler
Studying Birkhoff sums of non-integrable functions involves the challenge of large observations depending on the sampled orbit, which prevents pointwise limit theorems. To address…
Dynamical spectrum of power-free integers in quadratic number fields and beyond
Michael Baake, Daniel Luz, Tanja Schindler
Power-free integers and related lattice subsets give rise to interesting dynamical systems. They are revisited from a spectral perspective, in the setting of the Halmos--von Neuman…
Limit Theorems for a class of unbounded observables with an application to "Sampling the Lindelöf hypothesis"
Kasun Fernando, Tanja I. Schindler
We prove the Central Limit Theorem (CLT), the first order Edgeworth Expansion and a Mixing Local Central Limit Theorem (MLCLT) for Birkhoff sums of a class of unbounded heavily osc…