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Color2Gray: Salience-Preserving Color Removal

This research presents a new method for converting color images to grayscale while preserving salient features. Unlike traditional methods, this algorithm considers both luminance and chrominance differences in the conversion process, resulting in enhanced image quality and maintaining important color details. Using a perceptually uniform space and optimization techniques, the algorithm efficiently maps colors to grayscale values. Future work aims to improve speed and versatility for applications in multimedia and image processing.

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Color2Gray: Salience-Preserving Color Removal

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  1. Color2Gray: Salience-Preserving Color Removal Amy Gooch Sven Olsen Jack Tumblin Bruce Gooch

  2. Grayscale Color New Algorithm

  3. Problem Volume of displayable CIE L*a*b* Colors

  4. Isoluminant Colors Color Grayscale

  5. Converting to Grayscale… • In Color Space • Linear • Nonlinear • In Image Space • Pixels (RGB) • Using colors in the image • Different gray for different color • Relative difference • Using colors in the image and their position in image space • Colors can map to same gray…..

  6. Traditional Methods: Luminance Channels Problem can not be solved by simply switching to a different space CIE CAM 97 Photoshop LAB CIE XYZ YCrCb

  7. Photoshop Grayscale Traditional Methods • Contrast enhancement & Gamma Correction • Doesn’t help with isoluminant values PSGray + Auto Contrast New Algorithm

  8. Simple Linear Mapping Luminance Axis

  9. Luminance Axis Principal Component Analysis (PCA)

  10. Problem with PCA Worst case: Isoluminant Colorwheel

  11. Non-linear mapping

  12. Contemporaneous Research • Rasche et al. [2005, IEEE CG&A and EG] Color Image Luminance Only Rasche et al.'s Method

  13. Goals • Dimensionality Reduction • From tristimulus values to single channel Loss of information • Maintain salient features in color image • Human perception

  14. Relative differences Color Illusion by Lotto and Purves http://www.lottolab.org

  15. Challenge 1:Influence of neighboring pixels

  16. Challenge 2:Dimension and Size Reduction 120, 120 100 0 -120, -120

  17. Challenge 3:Many Color2Gray Solutions Original . . .

  18. color2gray For first pixel L1 + e1,2 L2 1 2 L1 + e1,2 L2 + e2,1 For Nth pixel L2 + e2,1 L1 L1 L1 L1 L2 L2 L2 Algorithm Intuition Look at DC . . . i = 1, j = 2 luminance Look at DC

  19. Algorithm Overview • Convert to Perceptually Uniform Space • CIE L*a*b* • Adjust g to incorporate both luminance and chrominance differences • Initialize image, g, with L channel • For every pixel • Compute Luminance distance • Compute Chrominance distance dij

  20. Color2Grey Algorithm Optimization: minSS ( (gi - gj) - di,j)2 i+m i j=i-m

  21. Parameters Map chromatic difference to increases or decreases in luminance values m : Radius of neighboring pixels a : Max chrominance offset q :

  22. m : Neighborhood Size • = 300o a = 10 m = 2 m = 16 • = entire image • = 49o a = 10

  23. m : Neighborhood Size m = 16 • = entire image

  24. a: Chromatic variation maps to luminance variation a -a crunch(x) = a * tanh(x/a) a = 5 a = 10 a = 25

  25. Perceptual Distance DLij = Li - Lj • Luminance Distance: • Chrominance Distance: ||DCij|| Problem: ||DCij|| is unsigned

  26. Map chromatic difference to increases or decreases in luminance values +b* C2 -a* +a* Color Space C1

  27. +Db* Color Difference Space +DC1,2 vq= (cos q, sin q) + - vq q -Da* +Da* + - sign(||DCi,j||) = sign(DCi,j .vq ) -Db*

  28. q = 45 q = 225 Photoshop Grayscale

  29. q = 135 q = 45 q = 0 Grayscale

  30. How to CombineChrominance and Luminance dij = DLij (Luminance)

  31. How to CombineChrominance and Luminance (Luminance) if |DLij| > ||DCij|| DLij dij = ||DCij|| (Chrominance)

  32. 120, 120 100 a -a crunch(x) = a * tanh(x/a) 0 -120, -120 How to CombineChrominance and Luminance DLij if |DLij| > crunch(||DCij||) d (a)ij = crunch(||DCij||)

  33. Grayscale . . . How to CombineChrominance and Luminance DLij if |DLij| > crunch(||DCij||) d(a,q)ij = if DCij . nq ≥ 0 crunch(||DCij||) otherwise crunch(-||DCij||)

  34. Color2Grey Algorithm Optimization: minSS ( (gi - gj) - di,j)2 i+m i j=i-m If dij == DL then ideal image is g Otherwise, selectively modulated by DCij

  35. Color2Grey + Color Results Photoshop Grey Original Color2Grey

  36. Original PhotoshopGrey Color2Grey Color2Grey+Color

  37. Original PhotoshopGrey Color2Grey

  38. Original PhotoshopGrey Color2Grey

  39. Implementation Performance • Image of size S x S • O(m2 S2) or O(S4) for full neighborhood case • 12.7s 100x100 image • 65.6s 150x150 image • 204.0s 200x200 image • GPU implementation • O(S2) ideal, really O(S3) • 2.8s 100x100 • 9.7s 150x150 • 25.7s 200x200 Athlon 64 3200 CPU NVIDIA GeForce GT6800

  40. Future Work • Faster • Multiscale • Animations/Video • Smarter • Remove need to specify q • New optimization function designed to match both signed and unsigned difference terms • Image complexity measures

  41. Validate "Salience Preserving" Original PhotoshopGrey Color2Grey Apply Contrast Attention model by Ma and Zhang 2003

  42. Validate "Salience Preserving" Original PhotoshopGrey Color2Grey

  43. Thank you www.color2gray.info • SIGGRAPH Reviewers • NSF • Helen and Robert J. Piros Fellowship • Northwestern Graphics Group • MidGraph2004 Participants • especially Feng Liu • (sorry I spelled your name wrong in the acknowledgements)

  44. Original Color2Grey Color2Grey+Color

  45. Original Color2Grey Color2Grey+Color

  46. Color2Grey Original Color2Grey+Color

  47. Original PhotoshopGrey Color2Grey

  48. Original Color2Grey Color2Grey+Color

  49. Original PhotoshopGrey Color2Grey

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