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Euler's Elastica-Based Cartoon-Smooth-Texture Image Decomposition
Roy Y. He
,
Hao Liu
*
*
Corresponding author for this work
Department of Mathematics
Research output
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Journal article
›
peer-review
1
Citation (Scopus)
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Dive into the research topics of 'Euler's Elastica-Based Cartoon-Smooth-Texture Image Decomposition'. Together they form a unique fingerprint.
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Keyphrases
Regularization Term
100%
Euler's Elastica
100%
Operator Splitting Method
100%
Laplacian
100%
Minimization Problem
100%
Ablation
100%
Sparsity
100%
Strong Light
100%
Oscillation
100%
Cartoons
100%
Behavioral Model
100%
Grayscale Image
100%
L2 Norm
100%
Staircase Effect
100%
Image Texture
100%
Fast Fourier Transform
100%
Image Decomposition
100%
Smooth Part
100%
Image Gradient
100%
Nonconvex Nonsmooth
100%
Nonsmooth Problems
100%
Curvature Regularization
100%
Homogeneous Structure
100%
Soft Shadows
100%
Sharp Boundary
100%
L0 Gradient Minimization
100%
Sobolev Seminorm
100%
Level Lines
100%
Structural Parts
100%
Computer Science
Regularization
100%
Regularization Term
100%
Laplace Operator
100%
Minimization Problem
100%
Sparsity
100%
Behavior Model
100%
Fast Fourier Transform
100%
Image Gradient
100%
Comparison Study
100%
Engineering
Regularization
100%
Subproblem
100%
Laplace Operator
50%
Minimization Problem
50%
Sparsity
50%
Closed Form Solution
50%
Staircase Effect
50%
Grayscale Image
50%
Fast Fourier Transform
50%
Smooth Part
50%
Oscillatory Part
50%
Level Line
50%
Mathematics
Subproblem
100%
Regularization
100%
Operator Splitting
50%
Closed Form Solution
50%
Laplace Operator
50%
Minimization Problem
50%
Fast Fourier Transform
50%
Seminorm
50%
Model Behavior
50%
Level Line
50%