Paper by Sylvain Paris, Samuel W. Hasinoff, Jan Kautz Presenter: Jing Niu
Local Laplacian Filters: Edge-aware Image Processing with a - - PowerPoint PPT Presentation
Local Laplacian Filters: Edge-aware Image Processing with a - - PowerPoint PPT Presentation
Local Laplacian Filters: Edge-aware Image Processing with a Laplacian Pyramid Paper by Sylvain Paris, Samuel W. Hasinoff, Jan Kautz Presenter: Jing Niu An Example Input: Milestones and Advances in Image Analysis WS 12/13 2 An Example
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An Example
- Input:
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An Example
- output
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Outline
- Motivation
- Laplacian Pyramids
- Local Laplacian Filtering
- Algorithm
- Applications
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Motivation
- Belived to be unsuitable for:
- Representing edges
- Edge-aware operations (edge-preserving smoothing, tone
mapping)
- Reason:
– Build upon isotropic, spatially invariant gaussian kernel
- Goal:
- Flexible approach
- edge-aware image processing using
– simple point-wise manipulation of Laplacian pyramids
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Laplacian and Guassian Pyramids
- Gaussian Pyramid:
- A set of image levels
- Represent lower resolution
- High frequency details disappear
upsample subsample
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Laplacian Pyramid
- Downsampling:decomposition
G0 G2 G1 L1 L0
Ref[1] Residual
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Laplacian Pyramid
- Upsampling:
G1 L0 G0 L1 G2
Ref[1]
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Local Laplacian Filtering
- Range compression and clipping
Input Signal
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Local Laplacian Filtering
- Range compression and clipping
Right clippling Input Signal
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Local Laplacian Filtering
- Range compression and clipping
Right clippling Input Signal
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Local Laplacian Filtering
- Range compression and clipping
Left Clipping
Right clipping
Input Signal
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Local Laplacian Filtering
- Range compression and clipping
Right clipping Left clipping
Input Signal merged
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Point-wise Remapping function
edge--aware detail manipulation detail smoothing detail enhancement edge--aware tone manipulation tone mapping inverse tone mapping combined operator detail enhance + tone map
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An overview of the algorithm
Approach: construct laplacian pyramid of filtered output
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Illustration
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Illustration
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Illustration
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Illustration
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Illustration
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Illustration
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Illustration
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Application
- Detail manipulation
- Tone mapping
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Application
- Detail manipulation
- Tone mapping
β, σr similar effects on tone mapping results α is set to 1
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More Results
bilateral filter and close up Our result and close up
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More Results
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Conclusion
- Edge aware
- Based solely on laplacian pyramid
- Simple method
- Robustness
- Artifact-free
- high quality image
- open new perspectives on multi-scale image
analysis and editing
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Reference
- Pyramid-based Image Synthesis Theory
Shuguang Mao and Morgan Brown
- Advanced Image Analysis Christian Schmaltz
- Local Laplacian Filters: Edge-aware Image Processing
with a Laplacian Pyramid
Sylvain Paris, Samuel W. Hasinoff, Jan Kautz
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