activity
20112021
most citedDestruction of invariant circles for Gevrey area-preserving twist maps

3 citations · 5 across the 9 of their papers we have counts for

collaborators

9 papers

math.DS2021

Subsystems with shadowing property for -actions

Lin Wang, Xinsheng Wang, Yujun Zhu

In this paper, subsystems with shadowing property for -actions are investigated. Let be a continuous -action on a compact metric space . We i…

math.DS2021

Quantitative destruction of invariant circles

Lin Wang

For area-preserving twist maps on the annulus, we consider the problem on quantitative destruction of invariant circles with a given frequency of an integrable system by a trig…

math.AP2020

On the vanishing discount problem from the negative direction

Andrea Davini, Lin Wang

It has been proved in [10] that the unique viscosity solution of \begin{equation}\label{abs}\tag{*} λu_λ+H(x,d_x u_λ)=c(H)\qquad\hbox{in }, \end{equation} uniformly converges, f…

math.DS2017

Formula of Entropy along Unstable Foliations for Diffeomorphisms with Dominated Splitting

Xinsheng Wang, Lin Wang, Yujun Zhu

Metric entropies along a hierarchy of unstable foliations are investigated for diffeomorphisms with dominated splitting. The analogues of Ruelle's inequality and Pesin's form…

math.DS2015

Center Specification Property and Entropy for Partially Hyperbolic Diffeomorphisms

Lin Wang, Yujun Zhu

Let be a partially hyperbolic diffeomorphism on a closed (i.e., compact and boundaryless) Riemannian manifold with a uniformly compact center foliation . T…

math.DS2014★ 1 cited

Total destruction of Lagrangian tori

Lin Wang

For an integrable Tonelli Hamiltonian with degrees of freedom, we show that all of the Lagrangian tori can be destroyed by analytic perturbations which are arbitrari…