M. Khanevsky

activity

20112024

most citedHofer's length spectrum of symplectic surfaces

7 citations · 9 across the 10 of their papers we have counts for

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Showing 2021Show all

2 papers · 1 filter

math.SG2021

Curve obstruction for autonomous diffeomorphisms on surfaces

Michael Khanevsky

Consider a Hamiltonian diffeomorphism $g$ on a surface. We describe several scenarios where a curve $L$ and its image $g (L)$ provide a simple evidence that $g$ is not autonomous.

math.DS2021

$C^{0}$ -gap between entropy-zero Hamiltonians and autonomous diffeomorphisms of surfaces

Michael Brandenbursky, Michael Khanevsky

Let $Σ$ be a surface equipped with an area form. There is an long standing open question by Katok, which, in particular, asks whether every entropy-zero Hamiltonian diffeomorphism…

Curve obstruction for autonomous diffeomorphisms on surfaces

C0-gap between entropy-zero Hamiltonians and autonomous diffeomorphisms of surfaces

$C^{0}$ -gap between entropy-zero Hamiltonians and autonomous diffeomorphisms of surfaces