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20082022
most citedHydrodynamics with conserved current via AdS/CFT correspondence in the Maxwell-Gauss-Bonnet gravity

27 citations · 48 across the 18 of their papers we have counts for

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14 papers · 1 filter

math.DS2020★ 1 cited

Equilibrium states of intermediate entropies

Peng Sun

We explore an approach to the conjecture of Katok on intermediate entropies that based on uniqueness of equilibrium states, provided the entropy function is upper semi-continuous.…

math.DS2019

Denseness of intermediate pressures for systems with the Climenhaga-Thompson structures

Peng Sun

We show that systems with the structure introduced by Climenhaga and Thompson have dense intermediate pressures and dense intermediate entropies of ergodic measures. The result app…

math.DS2019★ 5 cited

Unique ergodicity for zero-entropy dynamical systems with the approximate product property

Peng Sun

We show that for every topological dynamical system with the approximate product property, zero topological entropy is equivalent to unique ergodicity. Equivalence of minimality is…

math.DS2018★ 3 cited

Zero-entropy dynamical systems with the gluing orbit property

Peng Sun

Under the assumption of the gluing orbit property, equivalent conditions to having zero topological entropy are investigated. In particular, we show that a dynamical system has the…

math.DS2018

On the Entropy of Flows with Reparametrized Gluing Orbit Property

Peng Sun

We show that a flow or a semiflow with a weaker reparametrized form of gluing orbit property is either minimal or of positive topological entropy.

math.DS2018★ 1 cited

Minimality and Gluing Orbit Property

Peng Sun

We show that a topological dynamical system is either minimal or have positive topological entropy. Moreover, for equicontinuous systems, we show that topological transitivity, min…