研究论文
Maximum principle-preserving, unconditionally energy-stable, and convergent method with second-order accuracy for the phase-field model of image inpainting
Sheng Su, Junxiang Yang
Macau University of Science and Technology
来源Computers & Mathematics with Applications
年份2025
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材料 / 化学Solidification and crystal growth phenomena
Advanced Numerical Analysis Techniques · Numerical methods in inverse problems
参考文献 53
Fast and efficient narrow volume reconstruction from scattered data
被引 26Yibao Li, Junseok Kim · Pattern Recognition · 2015
Inpainting of Binary Images Using the Cahn–Hilliard Equation
被引 425Andrea L. Bertozzi, Selim Esedoḡlu, Alan Gillette · IEEE Transactions on Image Processing · 2006
Second order convex splitting schemes for periodic nonlocal Cahn–Hilliard and Allen–Cahn equations
被引 186Zhen Guan, John Lowengrub, Cheng Wang · Journal of Computational Physics · 2014
此处列出前 3 条
引用本文 4
A dual-energy physics-informed multi-material topology optimization method within the phase-field framework
被引 22Sijing Lai, Jiachen Feng, Zhixian Lv · Computer Methods in Applied Mechanics and Engineering · 2025
An unconditionally stable maximum-principle-preserving numerical method for a normalized time-fractional diffusion equation
被引 1Xinpei Wu, Ke Zhang, Juho Ma · AIMS Mathematics · 2026
A fast explicit hybrid numerical method for image inpainting using the viscous Cahn–Hilliard model
被引 1Chenyu Zhang, Junying Cao, Shuying Zhai · Applied Mathematics Letters · 2026
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