most citedRecovery Techniques for Finite Element Methods

8 citations · 9 across the 6 of their papers we have counts for

collaborators

6 papers

math.NA20248 cited

Recovery Techniques for Finite Element Methods

Hailong Guo, Zhimin Zhang

Post-processing techniques are essential tools for enhancing the accuracy of finite element approximations and achieving superconvergence. Among these, recovery techniques stand ou…

math.NA2024

Virtual Element Methods for HJB Equations with Cordes Coefficients

Ying Cai, Hailong Guo, Zhimin Zhang

In this paper, we propose and analyze both conforming and nonconforming virtual element methods (VEMs) for the fully nonlinear second-order elliptic Hamilton-Jacobi-Bellman (HJB) e…

math.NA2024

Gradient enhanced ADMM Algorithm for dynamic optimal transport on surfaces

Guozhi Dong, Hailong Guo, Chengrun Jiang +1

A gradient enhanced ADMM algorithm for optimal transport on general surfaces is proposed in this paper. Based on Benamou and Brenier's dynamical formulation, we combine gradient re…

math.NA20241 cited

Continuous Linear Finite Element Method for Biharmonic Problems on Surfaces

Ying Cai, Hailong Guo, Zhimin Zhang

This paper presents an innovative continuous linear finite element approach to effectively solve biharmonic problems on surfaces. The key idea behind this method lies in the strate…

cs.CV2024

StableGarment: Garment-Centric Generation via Stable Diffusion

Rui Wang, Hailong Guo, Jiaming Liu +6

In this paper, we introduce StableGarment, a unified framework to tackle garment-centric(GC) generation tasks, including GC text-to-image, controllable GC text-to-image, stylized G…

math.NA2024

Superconvergent postprocessing of interior penalty method

Ying Cai, Hailong Guo, Zhimin Zhang

This paper focuses on the superconvergence analysis of the Hessian recovery technique for the Interior Penalty Method (C0IP) in solving the biharmonic equation. We establish…