A. Benda

collaborators

2 papers

math.DG2023

Extremizers of the $J$ functional with respect to the $d_{1}$ metric

Sam Bachhuber, Aaron Benda, Benjamin Christophel +1

In previous work, Darvas-George-Smith obtained inequalities between the large scale asymptotic of the $J$ functional with respect to the $d_{1}$ metric on the space of toric Kähler m…

math.DS2020

Weakly Mixing Systems with Dense Prime Orbits

Aaron Benda

We show existence of smooth, weakly mixing reparametrizations of some linear flows on $T^{2}$ for which all orbits sampled at prime times are dense.

Extremizers of the J functional with respect to the d1​ metric

Weakly Mixing Systems with Dense Prime Orbits

Extremizers of the $J$ functional with respect to the $d_{1}$ metric