Adam Kanigowski

activity

20132026

most citedPrime orbits for some smooth flows on

T^{2}

69 citations · 158 across the 38 of their papers we have counts for

collaborators

Showing 2026Show all

3 papers · 1 filter

math.DS2026

IC-rigidity for abelian actions

Adam Kanigowski, Kosma Kasprzak, Miriam Lorenzo-Laguno

Let $G$ be a group acting continuously on a compact metric space $X$ . This naturally induces an action of $G$ on the space $K (X)$ of nonempty compact subsets of $X$ . In […

math.DS2026

Visible Measures along $Ω (n)$ and Distribution of Horocycle Orbits

Adam Kanigowski, Kaitlyn Loyd

Let $Ω (n)$ denote the number of prime factors of $n$ , counted with multiplicities. We study the set $A c c^{Ω} (x)$ of weak- $^{*}$ limits of the sequence $\frac{1}{N}\sum_{n\leq N}δ_{T^{Ω…

math.DS2026

Weak mixing for area preserving flows on surfaces

Adam Kanigowski, Alexey Okunev, Rigoberto Zelada

Let $(ϕ_{t})$ be an area-preserving smooth flow on a compact, connected, orientable surface $M$ with at least one but finitely many fixed points. Assume that $(ϕ_{t})$ is anal…

IC-rigidity for abelian actions

Visible Measures along Ω(n) and Distribution of Horocycle Orbits

Weak mixing for area preserving flows on surfaces

Visible Measures along $Ω (n)$ and Distribution of Horocycle Orbits