Dongsheng Li

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20212023

most citedPersonalized Graph Signal Processing for Collaborative Filtering

39 citations · 74 across the 19 of their papers we have counts for

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4 papers · 1 filter

math.AP2023

pointwise boundary $C^{1, α}$ Estimates for some degenerate fully nonlinear elliptic equations on $C^{1, α}$ Domains

Xuemei Li, Dongsheng Li

In this paper, we establish pointwise boundary $C^{1, α}$ estimates for viscosity solutions of some degenerate fully nonlinear elliptic equations on $C^{1, α}$ domains. Instead…

math.AP2023

Interior pointwise $C^{1, α}$ estimates for Stokes systems in divergence form

Rong Dong, Dongsheng Li

Interior pointwise $C^{1, α}$ estimates are established for Stokes systems in divergence form where no continuity in time variable is assumed for the coefficients and the given data…

math.AP2023

quasiconformal mappings and a Bernstein type theorem over exterior domains in $R^{2}$

Dongsheng Li, Rulin Liu

We establish the Hölder estimate and the asymptotic behavior at infinity for $K$ -quasiconformal mappings over exterior domains in $R^{2}$ . As a consequence, we prove an exte…

math.AP2022

$W^{2, δ}$ Estimates for Solution Sets of Fully Nonlinear Elliptic inequalities on $C^{1, α}$ Domains

Dongsheng Li, Xuemei Li

In this paper, we establish boundary $W^{2, δ}$ estimates for $u \in S (λ, Λ, f)$ on $C^{1, α}$ domains with $f \in L^{p}$ as $n < p < \infty$ and $C^{1, α}$ boundary values. Instead of straight…

pointwise boundary C1,α Estimates for some degenerate fully nonlinear elliptic equations on C1,α Domains

Interior pointwise C1,α estimates for Stokes systems in divergence form

quasiconformal mappings and a Bernstein type theorem over exterior domains in R2

W2,δ Estimates for Solution Sets of Fully Nonlinear Elliptic inequalities on C1,α Domains

pointwise boundary $C^{1, α}$ Estimates for some degenerate fully nonlinear elliptic equations on $C^{1, α}$ Domains

Interior pointwise $C^{1, α}$ estimates for Stokes systems in divergence form

quasiconformal mappings and a Bernstein type theorem over exterior domains in $R^{2}$

$W^{2, δ}$ Estimates for Solution Sets of Fully Nonlinear Elliptic inequalities on $C^{1, α}$ Domains