activity
19932020
most citedPiecewise Linear Models for the Quasiperiodic Transition to Chaos

20 citations · 67 across the 27 of their papers we have counts for

collaborators

29 papers

math.DS2020★ 6 cited

Mildly dissipative diffeomorphisms of the disk with zero entropy

Sylvain Crovisier, Enrique Pujals, Charles Tresser

We discuss the dynamics of smooth diffeomorphisms of the disc with vanishing topological entropy which satisfy the mild dissipation property introduced in [CP]. In particular it co…

math.DS2017

Genericity of Infinite Entropy for Maps with Low Regularity

Edson de Faria, Peter Hazard, Charles Tresser

For bi-Lipschitz homeomorphisms of a compact manifold it is known that topological entropy is always finite. For compact manifolds of dimension two or greater, we show that in the…

math.DS2017

Infinitely Many Moduli of Stability at the Dissipative Boundary of Chaos

Peter Hazard, Marco Martens, Charles Tresser

In the family of area-contracting Hénon-like maps with zero topological entropy we show that there are maps with infinitely many moduli of stability. Thus one cannot find all the p…

quant-ph2014

Recognizing how some states are built, from mixed states to singlets

Charles Tresser, Enrique Pujals

It is well known that different preparations of a mixed state cannot be distinguished by a measurement of that state. Yet we show that some other experiments let us make this disti…

quant-ph2013

Differentiability of correlations in Realistic Quantum Mechanics

Alejandro Cabrera, Edson de Faria, Enrique Pujals +1

We prove a version of Bell's Theorem in which the Locality assumption is weakened. We start by assuming theoretical quantum mechanics and weak forms of relativistic causality and o…

math.DS2013★ 3 cited

On Sloane's persistence problem

Edson de Faria, Charles Tresser

We investigate the so-called persistence problem of Sloane, exploiting connections with the dynamics of circle maps and the ergodic theory of actions. We also formul…