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20052023
most citedA Note on Random Coverings of Tori

29 citations · 103 across the 29 of their papers we have counts for

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math.DS2022

A parameter ASIP for the quadratic family

Magnus Aspenberg, Viviane Baladi, Tomas Persson

Consider the quadratic family , for and mixing Collet--Eckmann (CE) parameters . For bounded , set $\tilde φ_{a} := φ- \int φ\,…

math.DS2022

A strong Borel--Cantelli lemma for recurrence

Tomas Persson

Consider a mixing dynamical systems , for instance a piecewise expanding interval map with a Gibbs measure . Given a non-summable sequence of non-negative…

math.DS2021★ 2 cited

Dichotomy results for eventually always hitting time statistics and almost sure growth of extremes

Mark Holland, Maxim Kirsebom, Philipp Kunde +1

Suppose is a measure preserving dynamical system and a measurable function. Consider the maximum process $M_n:=\max\{X_1 \l…

math.DS2020

On eventually always hitting points

Charis Ganotaki, Tomas Persson

We consider dynamical systems which have exponential decay of correlations for either Hölder continuous functions or functions of bounded variation. Given a sequence of b…

math.DS2020★ 2 cited

On shrinking targets and self-returning points

Maxim Kirsebom, Philipp Kunde, Tomas Persson

We consider the set of points returning infinitely many times to a sequence of shrinking targets around themselves. Under additional assumptions we improv…

math.DS2019★ 15 cited

Shrinking targets and eventually always hitting points for interval maps

Maxim Kirsebom, Philipp Kunde, Tomas Persson

We study shrinking target problems and the set of eventually always hitting points. These are the points whose first iterates will never have empty in…