Huihui Lv

activity

20242026

collaborators

3 papers

math.DS2026

Arithmetic $k$ -Polynomial Dynamical Localization for $k$ Power-Law Quasi-Periodic Long-Range Operators on $ℓ^{2} (Z^{d})$

Ao Cai, Huihui Lv, Yuan Shan +1

We establish a criterion of arithmetic $k$ -polynomial spectral localization and $k$ -polynomial dynamical localization in expectation for quasi-periodic long-range operators on $\el…

physics.acc-ph2025

Conceptual Design Report of Super Tau-Charm Facility: The Accelerator

Jiancong Bao, Anton Bogomyagkov, Zexin Cao +93

Electron-positron colliders operating in the GeV region of center-of-mass energies or the Tau-Charm energy region, have been proven to enable competitive frontier research, due to…

math.DS2024

Quantitative Reducibility of $C^{k}$ Quasi-Periodic Cocycles

Ao Cai, Huihui Lv, Zhiguo Wang

This paper establishes an extreme $C^{k}$ reducibility theorem of quasi-periodic $S L (2, R)$ cocycles in the local perturbative region, revealing both the essence of Eliasson…

Arithmetic k-Polynomial Dynamical Localization for k Power-Law Quasi-Periodic Long-Range Operators on ℓ2(Zd)

Conceptual Design Report of Super Tau-Charm Facility: The Accelerator

Quantitative Reducibility of Ck Quasi-Periodic Cocycles

Arithmetic $k$ -Polynomial Dynamical Localization for $k$ Power-Law Quasi-Periodic Long-Range Operators on $ℓ^{2} (Z^{d})$

Quantitative Reducibility of $C^{k}$ Quasi-Periodic Cocycles