期刊文献+

一种改进的半色调误差扩散算法

An Improved Halftone Error Diffusion Algorithm for Midtone
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摘要 回顾了E-D算法的改进情况,对E-D相关算法的半色调结果图在色调中值时出现的假纹理结构进行了分析,指出用黑白相间的棋盘结构替换假纹理结构,可以得到更好的纹理结构,并给出了算法和试验的结果,最后对比分析三种E-D算法的结果图及其傅立叶谱,证明该方法行之有效. The article reviews many improved error diffusion algorithms, presents their improved aim and implemented methods. Then it analyses their common drawback and gives artifacts basic structure when midtone. The author indicates using chessboard structure as halftone background will improve quality when midtone. At last some halftone image to their Fourier spectrum are compared and prove the method.
出处 《中原工学院学报》 CAS 2007年第3期17-19,23,共4页 Journal of Zhongyuan University of Technology
基金 河南省科技攻关项目(0524220064)
关键词 半色调 误差扩散 阈值 反馈 halftone error diffusion threshold spectrum feedback
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参考文献12

  • 1Floyed R,Steinberg L.An adaptive Algorithm for Spatial Gery-Scale[J].SID Symposium,1975,22:36-37.
  • 2Velho L,Gomes J.Digital halftoning with space filling curves[J].ComputerGraphics (Proceedings of SIGGRAPH 91),1991,25(4):81-90.
  • 3Witten I.H.Neal R.M.Using peano curves for bilevel display of continuous-tone images[J].IEEE Computer Graphics & Appl.,1982,2:47-52.
  • 4Velho L,Gomes J.Stochastic screening dithering with adaptive clustering[J].Proceedings of SIGGRAPH,1995,95:273 276.
  • 5Jarvis J F,Judice C N,Ninke W H.A survey of techniques for the display of continuous tone pictures on bilevel displays[J].Computer Graphics and Image Processing,1976,5:13-40.
  • 6Stucki P.Mecca-a multiple-error correcting computation algorithm for bilevel image hardcopy reproduction[J].Research Report RZ1060,IBM Res.Lab.1981,3:35-38.
  • 7Shiau J,Fan Z.A set of easily implementable coefficients in error diffusion with reduced worm artifacts[J].SPIE,1996,2658:222-225.
  • 8Eschbach R.Reduction of artifacts in error diffusion by mean of inputdependent weights[J].JEI,1993,2(4):352-358.
  • 9Eschbach R,Knox K T.Error-diffusion algorithm with edge enhancement[J].JOSA (A),1991,8(12):1844-1850.
  • 10Victor Ostromoukhov.A Simple and Efficient Error-Diffusion Algorithm[J].Proc.SIGGRAPH',2001(1):567.

二级参考文献10

  • 1Mese M, Vaidyanathan P P. Recent Advances in Digital Halftoning and Inverse Halftoning Methods[J]. IEEE Transactions on Circuits and Systems, 2002, 49(6): 790-805.
  • 2Kim S H, Allebach J P. Impact of HVS Models on Model-based Halftoning[J]. IEEE Transactions on Image Processing, 2002, 11(3):258-269.
  • 3Li Pingshan, Allebach J P. Tone-dependent Error Diffusion[J]. IEEE Transactions on Image Processing, 2004, 13(2): 201-215.
  • 4Pappas T N, Allebach J P, Neuhoff D L. Model-based Digital Halftoning[J]. IEEE Signal Processing Magazine, 2003, 20(4): 14-27.
  • 5Pappas T N, Neuhoff D L. Printer Models and Error Diffusion[J]. IEEE Trans. Image Processing,1995(4):66-80
  • 6Lin Qian,Wiseman J. Impact of Electrophotographic Printer dot Modeling on Halftone Image Quality[C]. SID Int. Symp. , Seattle, WA, 1993
  • 7Rogowitz B E, Pappas T N, Allebach J P. Human Vision and Electronic Imaging [J]. J. Electron.Imag. , 2001(10):10-19
  • 8Alford J R, Mitsa T. Qualitative Comparison of Visual Model in an Iterative Halftoning Proceedure[C]. Image Processing 1995, International Conference on Volume, Princeton, 1995
  • 9Floyd R W, Steinberg L. An Adaptive Algorithm for Spatial Grey Scale[C]. Society for Information Display, 1976, 17(2): 75-77
  • 10Li P, Allebach J P. Tone-dependent Error Diffusion[J]. IEEE Trans. Image Process, 2004, 13(2):201- 215

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