Wei Wu

activity

20162020

most cited

C^{2}

regularity of the surface tension for the

\nabla ϕ

interface model

4 citations · 8 across the 5 of their papers we have counts for

collaborators

Showing math.PRShow all

6 papers · 1 filter

math.PR2019★ 1 cited

Constants of de Bruijn-Newman type in analytic number theory and statistical physics

Charles M. Newman, Wei Wu

One formulation in 1859 of the Riemann Hypothesis (RH) was that the Fourier transform $H_{f} (z)$ of $f$ for $z \in C$ has only real zeros when $f (t)$ is a specific function…

math.PR2018

A Central Limit Theorem for First Passage Percolation in the Slab

Serena Sian Yuan

We consider first-passage percolation on the edges of $Z^{2} \times {1, \dots, k},$ namely the slab $S_{k}$ of width $k$ . Each edge is assigned independently a pas…

math.PR2018

Subsequential tightness of the maximum of two dimensional Ginzburg-Landau fields

Wei Wu, Ofer Zeitouni

We prove subsequential tightness of centered maxima of two-dimensional Ginzburg-Landau fields with bounded elliptic contrast.

math.PR2017

A Central Limit Theorem for First Passage Percolation in the Slab

Wei Wu, Serena Sian Yuan

We consider first-passage percolation on the edges of $Z^{2} \times k,$ namely the slab of width $k$ . Each edge is assigned independently a passage time of either 0 (with pr…

math.PR2016

Transversal fluctuations for a first passage percolation model

Yuri Bakhtin, Wei Wu

We introduce a new first passage percolation model in a Poissonian environment on $R^{2}$ . In this model, the action of a path depends on the geometry of the path and the…

math.PR2016

Gaussian fluctuations for the classical XY model

Charles M. Newman, Wei Wu

We study the classical XY model in bounded domains of $Z^{d}$ with Dirichlet boundary conditions. We prove that when the temperature goes to zero faster than a certain rat…