Yu Bi

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20202026

most citedBi-Lipschitz Regularity of 2-Varifolds with the Critical Allard Condition

1 citations · 2 across the 15 of their papers we have counts for

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math.DG2022★ 1 cited

Bi-Lipschitz Regularity of 2-Varifolds with the Critical Allard Condition

Yuchen Bi, Jie Zhou

For an intergral $2$ -varifold $V = v (Σ, θ_{\geq 1})$ in the unit ball $B_{1}$ passing through the original point, assuming the critical Allard condition holds, that is, the a…

math.DG2022

Bi-Lipschitz rigidity for $L^{2}$ -almost CMC surfaces

Yuchen Bi, Jie Zhou

For smooth surfaces properly immersed in the unit ball of $\RR^n$ with density close to one and small Willmore energy, the optimal a priori estimate(bi-Lipschitz and $W^{2, 2}$ para…

math.AP2022

The $C^{0}$ -convergence at the Neumann boundary for Liouville equations

Yuchen Bi, Jiayu Li, Lei Liu +1

In this paper, we study the blow-up analysis for a sequence of solutions to the Liouville type equation with exponential Neumann boundary condition. For interior case, i.e. the blo…

Bi-Lipschitz Regularity of 2-Varifolds with the Critical Allard Condition

Bi-Lipschitz rigidity for L2-almost CMC surfaces

The C0-convergence at the Neumann boundary for Liouville equations

Bi-Lipschitz rigidity for $L^{2}$ -almost CMC surfaces

The $C^{0}$ -convergence at the Neumann boundary for Liouville equations