Wei Wu

most cited

C^{2}

regularity of the surface tension for the

\nabla ϕ

interface model

4 citations · 8 across the 3 of their papers we have counts for

collaborators

3 papers

math-ph2020★ 3 cited

Massless Phases for the Villain model in $d \geq 3$

Paul Dario, Wei Wu

We consider the classical Villain rotator model in $Z^{d}, d \geq 3$ at sufficiently low temperature, and prove that the truncated two-point function decays asymptotically as…

math-ph2019★ 4 cited

$C^{2}$ regularity of the surface tension for the $\nabla ϕ$ interface model

Scott Armstrong, Wei Wu

We consider the $\nabla ϕ$ interface model with a uniformly convex interaction potential possessing Hölder continuous second derivatives. Combining ideas of Naddaf and Spencer with…

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…

Massless Phases for the Villain model in d≥3

C2 regularity of the surface tension for the ∇ϕ interface model

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

Massless Phases for the Villain model in $d \geq 3$

$C^{2}$ regularity of the surface tension for the $\nabla ϕ$ interface model