Wei Wu

activity

20232025

collaborators

5 papers

cond-mat.mtrl-sci2025

Disorder-mediated linear and nonlinear magnetotransport in the charge-density-wave material $T a_{2} NiS e_{7}$

Xiaodong Sun, Jiabin Qiao, Yuanzhe Li +13

We report disorder-mediated first-order linear and higher-order nonlinear (magneto-)transport of Ta $_{2}$ NiSe $_{7}$ (TNS) in the charge-density-wave (CDW) regime. CDW transition temper…

math.PR2025

Parallel spin wave for the Villain model

Paul Dario, Wei Wu

In this paper, we study the Villain model in $Z^{d}$ in dimension $d \geq 3$ . It is conjectured, that the parallel correlation function in the infinite volume Gibbs state, i.…

math.PR2024

Tightness of the maximum of Ginzburg-Landau fields

Florian Schweiger, Wei Wu, Ofer Zeitouni

We consider the discrete Ginzburg-Landau field with potential satisfying a uniform convexity condition, in the critical dimension $d = 2$ , and prove that its maximum over boxes of si…

math.PR2023

Mermin-Wagner theorem for dimers, monomer double-dimers, and spatial random permutations

Lorenzo Taggi, Wei Wu

We study a generalisation of the double-dimer model that encompasses several models of interest, including the monomer double-dimer model, spatial random permutations, the dimer mo…

math-ph2023

The scaling limit of the continuous solid-on-solid model

Scott Armstrong, Wei Wu

We prove that the scaling limit of the continuous solid-on-solid model in $Z^{d}$ is a multiple of the Gaussian free field.

Disorder-mediated linear and nonlinear magnetotransport in the charge-density-wave material Ta2​NiSe7​

Parallel spin wave for the Villain model

Tightness of the maximum of Ginzburg-Landau fields

Mermin-Wagner theorem for dimers, monomer double-dimers, and spatial random permutations

The scaling limit of the continuous solid-on-solid model

Disorder-mediated linear and nonlinear magnetotransport in the charge-density-wave material $T a_{2} NiS e_{7}$