Jundong Zhou

activity

20182026

most cited

L^{2}

-harmonic

p

-forms on submanifolds with finite total curvature

3 citations · 4 across the 2 of their papers we have counts for

collaborators

3 papers

math.AP2026

A Comparison Pogorelov Estimate for Graphical $σ_{k}$ -Curvature Equations

Jundong Zhou

We establish comparison Pogorelov estimates for admissible solutions of graphical $σ_{k}$ -curvature equations, extending the two-surface estimate of Qiu and Yan for the graphical sca…

cs.CV2023★ 1 cited

Box-Level Active Detection

Mengyao Lyu, Jundong Zhou, Hui Chen +7

Active learning selects informative samples for annotation within budget, which has proven efficient recently on object detection. However, the widely used active detection benchma…

math.DG2018★ 3 cited

$L^{2}$ -harmonic $p$ -forms on submanifolds with finite total curvature

Jundong Zhou

Let $H^{p} (L^{2} (M))$ be the space of all $L^{2}$ -harmonic $p$ -forms $(2 \leq p \leq n - 2)$ on complete submanifolds $M$ with flat normal bundle in spheres. In this paper, we first show tha…

A Comparison Pogorelov Estimate for Graphical σk​-Curvature Equations

Box-Level Active Detection

L2-harmonic p-forms on submanifolds with finite total curvature

A Comparison Pogorelov Estimate for Graphical $σ_{k}$ -Curvature Equations

$L^{2}$ -harmonic $p$ -forms on submanifolds with finite total curvature