Yong Li

activity

20182026

most citedExponential convergence of weighted Birkhoff average

16 citations · 30 across the 13 of their papers we have counts for

collaborators

Showing 2023 · math.DSShow all

4 papers · 2 filters

math.DS2023

Towards sharp regularity: Full-dimensional tori in $C^{\infty}$ vector fields over $T^{\infty}$

Zhicheng Tong, Yong Li

We consider the $C^{1}$ linearization of a perturbed vector field $ω + P$ over the infinite-dimensional torus $T^{\infty}$ , and determine the sharp regularity requirement…

math.DS2023★ 4 cited

Towards continuity: Universal frequency-preserving KAM persistence and remaining regularity

Zhicheng Tong, Yong Li

Beyond Hölder's type, this paper mainly concerns the persistence and remaining regularity of an individual frequency-preserving KAM torus in a finitely differentiable Hamiltonian s…

math.DS2023★ 1 cited

Moser's Theorem with Frequency-preserving

Chang Liu, Zhicheng Tong, Yong Li

This paper mainly concerns the KAM persistence of the mapping $F : T^{n} \times E \to T^{n} \times R^{n}$ with intersection property, where…

math.DS2023

Universal frequency-preserving KAM persistence via modulus of continuity

Zhicheng Tong, Yong Li

In this paper, we study the persistence and remaining regularity of KAM invariant torus under sufficiently small perturbations of a Hamiltonian function together with its derivativ…

Towards sharp regularity: Full-dimensional tori in C∞ vector fields over T∞

Towards continuity: Universal frequency-preserving KAM persistence and remaining regularity

Moser's Theorem with Frequency-preserving

Universal frequency-preserving KAM persistence via modulus of continuity

Towards sharp regularity: Full-dimensional tori in $C^{\infty}$ vector fields over $T^{\infty}$