Lei Zhang

activity

20042022

most citedProfile of bubbling solutions to a Liouville system

43 citations · 285 across the 75 of their papers we have counts for

collaborators

Showing 2014Show all

4 papers · 1 filter

math.AP2014

Convergence rate, location and $\partial_{z}^{2}$ condition for fully bubbling solutions to SU(n+1) Toda Systems

Changshou Lin, Juncheng Wei, Lei Zhang

It is well known that the study of $S U (n + 1)$ Toda systems is important not only to Chern-Simons models in Physics, but also to the understanding of holomorphic curves, harmonic seq…

math.CO2014★ 6 cited

Tokuyama-type formulas for type B

Solomon Friedberg, Lei Zhang

We obtain explicit formulas for the product of a deformed Weyl denominator with the character of an irreducible representation of the spin group $Spin_{2r + 1} (C)$ , wh…

math.AP2014★ 2 cited

Global Monge-Ampere equation with asymptotically periodic data

Eduardo V. Teixeira, Lei Zhang

Let $u$ be a convex solution to $det (D^{2} u) = f$ in $R^{n}$ where $f \in C^{1, α} (R^{n})$ is asymptotically close to a periodic function $f_{p}$ . We prove that the difference…

math.AP2014

Classification of Solutions to a Critically Nonlinear System of Elliptic Equations on Euclidean Half-Space

Mathew R. Gluck, Lei Zhang

For $N \geq 3$ and non-negative real numbers $a_{ij}$ and $b_{ij}$ ( $i, j = 1, \dots, m$ ), the semi-linear elliptic system \begin{equation*} \begin{cases} Δu_i + \prod_{j = 1}^m u_j^…

Convergence rate, location and ∂z2​ condition for fully bubbling solutions to SU(n+1) Toda Systems

Tokuyama-type formulas for type B

Global Monge-Ampere equation with asymptotically periodic data

Classification of Solutions to a Critically Nonlinear System of Elliptic Equations on Euclidean Half-Space

Convergence rate, location and $\partial_{z}^{2}$ condition for fully bubbling solutions to SU(n+1) Toda Systems