activity
20162026
most citedAn efficient iterative thresholding method for image segmentation

116 citations · 124 across the 5 of their papers we have counts for

collaborators

5 papers

math.NA2026

Quadrature by Matched Asymptotic Expansion (QBMAX): Accelerating Evaluation of Layer Potentials with Boundary Layers

Chaoqi Lin, Xiaoyu Wei, Andreas Klöckner

Evaluating layer potentials with rapidly decaying kernels becomes computationally challenging in the presence of boundary layers, as occurs for Helmholtz layer potentials with larg…

math.NA2022

Exact domain truncation for the Morse-Ingard equations

Robert C. Kirby, Xiaoyu Wei, Andreas Kloeckner

Morse and Ingard give a coupled system of time-harmonic equations for the temperature and pressure of an excited gas. These equations form a critical aspect of modeling trace gas s…

math.NA2022

Integral Equation Methods for the Morse-Ingard Equations

Xiaoyu Wei, Andreas Klöckner, Robert C. Kirby

We present two (a decoupled and a coupled) integral-equation-based methods for the Morse-Ingard equations subject to Neumann boundary conditions on the exterior domain. Both method…

math.NA2019★ 8 cited

An Integral Equation Method for the Cahn-Hilliard Equation in the Wetting Problem

Xiaoyu Wei, Shidong Jiang, Andreas Kloeckner +1

We present an integral equation approach to solving the Cahn-Hilliard equation equipped with boundary conditions that model solid surfaces with prescribed Young's angles. The discr…

cs.CV2016★ 116 cited

An efficient iterative thresholding method for image segmentation

Dong Wang, Haohan Li, Xiaoyu Wei +1

We proposed an efficient iterative thresholding method for multi-phase image segmentation. The algorithm is based on minimizing piecewise constant Mumford-Shah functional in which…