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Image Interpolation Through Surface Reconstruction 被引量:2

Image Interpolation Through Surface Reconstruction
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摘要 Reconstructing an HR (high-resolution) image which preserves the image intrinsic structures from its LR (low-resolution) counterpart is highly challenging. This paper proposes a new surface reconstruction algorithm applied to image interpolation. The interpolation surface for the whole image is generated by putting all the quadratic polynomial patches together. In order to eliminate the jaggies of the edge, a new weight fimction containing edge information is incorporated into the patch reconstruction procedure as a constraint. Extensive experimental results demonstrate that our method produces better results across a wide range of scenes in terms of both quantitative evaluation and subjective visual quality. Reconstructing an HR (high-resolution) image which preserves the image intrinsic structures from its LR (low-resolution) counterpart is highly challenging. This paper proposes a new surface reconstruction algorithm applied to image interpolation. The interpolation surface for the whole image is generated by putting all the quadratic polynomial patches together. In order to eliminate the jaggies of the edge, a new weight fimction containing edge information is incorporated into the patch reconstruction procedure as a constraint. Extensive experimental results demonstrate that our method produces better results across a wide range of scenes in terms of both quantitative evaluation and subjective visual quality.
出处 《Computer Aided Drafting,Design and Manufacturing》 2013年第4期25-29,共5页 计算机辅助绘图设计与制造(英文版)
基金 Supported by Shandong Province Higher Educational Science and Technology Program(No.J12LN34) Shandong Ji'nan College and Institute Independent Innovation Project(No.201303011) Shandong Ji'nan College and Institute Independent Innovation Project(No.201303021) the Scientific Research Foundation of Shandong Province of Outstanding Young Scientist Award(No.BS2011DX025)
关键词 quadratic polynomial patch weight function interpolation surface quadratic polynomial patch weight function interpolation surface
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参考文献14

  • 1Sung C. Park, Min K. Park, and Moon G. Kang. Superresolution image reconstruction: a technical overview [J]. IEEE Signal Processing Magazine, 2003, 20, (3): 21-36.
  • 2T. M. Lehmann, C. G6nner, and K. Spitzer. Survey: Interpolation methods in medical image processing [J]. IEEE Trans. Med. Imag., 1999, 18(11): 1049-1075.
  • 3R. G. Keys. Cubic convolution interpolation for digital image processing [J]. IEEE Trans. Acoustic, Speech, Signal Process., 198 I, ASSP-29(6): 1153-1160.
  • 4Keys R. Cubic convolution interpolation for digital image processing [J]. IEEE T Acoust Speech Signal Proc, 1981, 6 1153-1160.
  • 5Unser M. Splines, a perfect fit for signal and imageprocessing [J]. 1EEE Signal Proc Mag, 1999, 16: 22-38.
  • 6Q. Wang, R.K. Ward. A new orientation-adaptive interpolation method [J]. IEEE Trans. Image Process., 2007, 16 (4): 889-900.
  • 7L. Zhang, X. Wu. An edge-guided image interpolation algorithm via directional filtering and data fusion [J]. IEEE Trans. Image Process., 2006, 15(8): 2226-2238.
  • 8K. Jensen, D. Anastassiou. Subpixel edge localization and the interpolation of still images [J]. 1EEE Trans. Image Process., 1995, 4(3): 285-295.
  • 9X. Li, M.T. Orchard. New edge directed interpolation [J]. IEEE Trans. Image Process., 2001, 10(10): 1521-1527.
  • 10J. Yang, J. Wright, T. Huang, and Y. Ma, "Image super-resolution via sparse representation [J]. 1EEE Trans. lmage Process., 2010, 19(11): 2861-2873.

同被引文献29

  • 1闫丽霞,吴凡.线性与非线性成像系统下的多光谱承迩研究[J].计赞:机应用与软件.20l4.3(31):208-210.
  • 2Soltan E A,Elkhamy S E. Wavelet based image interpolation with a least squares alogorithm[J]. Computer Engineering Con- ference,2010,10(21) : 103-106.
  • 3Hung K W,Siu W C. Robust soft-decision interpolation using weighted least squares[J]. IEEE Transactions on Image Pro- cessing,2012,21(3) :1061-1069.
  • 4Zhang Y F,Bao F X,Zhang C M. A weighted bivariate blending rational interpolation function and visualization control[J]. Journal of Computational Analysis and Applications, 2012,14(7) : 1303-1320.
  • 5Zhang X J, Wu X L. Image interpolation by adaptive 2-d autoregressive modeling and soft-decision estimation[J]. IEEE Transactions on Image Processing, 2008,17(6) : 887-896.
  • 6Chang S G,Cvetkovic Z,Vetterli M. Locally adaptive wavelet-based image interpolation[J]. IEEE Transactions on Image Pro- cessing,2006,15(7) : 1471 1485.
  • 7Matsuo K, Aoki Y. Depth interpolation using tangent planes on super pixels of a color image[J]. Electronics and Communica- tions in Japan, 2015,98(12) : 17-29.
  • 8He H,Siu W C. Single image super-resolution using Gaussian process regression[J]. IEEE Transactions on Computer Vision and Pattern Recognition, 2011,42 (7) : 449-456.
  • 9Dong W S, Zhang L, Lukac R, et al. Spare representation based image interpolation with non-local autoregressive modeling [J]. IEEE Transactions on Image Processing,2013,22(4) :1382-1394.
  • 10Jia X F,Zhao B. Demosaicing algorithm for color filter arrays based on SVMs[J]. International Journal of Computer Science Issues,2013,10(1) :212-217.

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