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基于局部梯度的WaDi图像插值 被引量:1

WaDi Image Interpolation Based on Local Gradient
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摘要 线性插值算法容易产生细节模糊和边缘锯齿效应,为了较好地保持图像的边缘信息,改善图像的主观视觉效果,提出了一种改进的Warped Distance (WaDi)图像插值方法。传统的WaDi算法是对空间线性插值的改进,但它仅仅利用了图像边缘的局部不对称特征来计算WaDi。除了局部不对称特征,局部梯度特征也是图像边缘的一种重要特征。文中采用将局部不对称特征和局部梯度特征相结合的方法来计算WaDi,可同时保持图像边缘的细节特征和非边缘的光滑性。实验结果表明,用该方法能获得高精度的插值图像。 The smooth effect and zigzagging artifacts are inevitable during linear interpolation, In this paper, propose an improved warped distance (WaDi) image interpolation to preserve edge information and improve visual quality. The conventional WaDi algorithm is improvement of the spatial linear interpolation, However, it uses only the local asymmetry features of image edges to compute the WaDi, The local gradient features are also one kind of the important features of image edges, In this paper,adopt both the local asymmetry features and the local gradient features in the WaDi computation. The algorithm can effectively preserve edges while maintaining the smoothness of nonedges. Experimental results show that the proposed method can obtain high accuracy interpolated images.
出处 《计算机技术与发展》 2008年第6期76-78,82,共4页 Computer Technology and Development
关键词 Warped DISTANCE 局部梯度 图像插值 warped distance local gradient image interpolation
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参考文献6

  • 1XIN Li, Orchard M T. New edge - directed interpolation[ J ]. IEEE Transactions on Image Processing, 2001. 10 (10) : 1521 - 1527.
  • 2卢珏.基于小波的图像插值研究[J].武汉理工大学学报,2003,25(1):81-83. 被引量:8
  • 3Honda H,Haseyama M, Kitajima H. Fractal interpolation for natural images[C].1999 International Conference on Image Processing. [ s. l. ] : [ s. n. ], 1999 : 657 - 661.
  • 4Ramponi G. Warped distance for space - variant linear image interpolation[ J ]. IEEE Trans image Processing, 1999,8 ( 9 ) : 1293 - 1297.
  • 5Hadhoud M M, Dessouky M I, El -Samic F E A. Adaptive image interpolation based on lccal activity leves[ C].Twentieth National Radio Science Conference. Cairo: NRSC.2003.
  • 6Hwang Jung Woo, Lce hwang .Soo. Adaptive image interpolation based on local gradient features[J]. IEEE Signal Processing Letters,2004,11 (3) : 359 - 362.

二级参考文献1

  • 1章毓晋.图像处理和分析[M].清华大学出版社,1999,3..

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同被引文献11

  • 1KEYS R G. Cubic convolution interpolation for digital image processing[J]. IEEE Transactions on Acoustics, Speech, and Signal Porcessing, 1981, ASSP-29(6): 1153-1160.
  • 2UNSER M. Convolution-based interpolation for fast, highquality rotation of images[J]. IEEE Transactions on Image Porcessing, 1995,4( 10): 1371- 1881.
  • 3MEIJERING E, UNSER M. A note on cubic convolution interpolation[J]. IEEE Transactions on Image Processing, 2003,12(4):477-479.
  • 4PARKER J A. KENYON R V, TROXEL D E. Comparison of interpolating methods for image resampling[J]. IEEE Transactions on Medical hnaging, 1983, MI- 2 ( 1 ): 31 - 39.
  • 5Li Xin, ORCEIARD M T. New edge-directed interpolation-image processing[J]. IEEE Transactions on Image Processing, 2001,10(10): 1521-1527.
  • 6Zhang Lei, Wu Xiaolin. An edge-guided image interpolation algorithm via directional fihering and data fusion[J]. IEEE Transactions on hnage Processing, 2006, 15 (8) : 2226- 2238.
  • 7王杰,李洪必,王加银,等.一种斟像快速线性插值的实现方案与分析[J].电予学报,2009,37(7):1481-1486.
  • 8LEE C. Rapid hybrid interpolation methods[J]. Optical Engineering, 2004,43(5):1183-1194.
  • 9LUMING L. Image interpolation by blending kernels[J]. IEEE Signal Processing Letter, 2008(15):805-808.
  • 10高成敏,陈良,林永和.双三次卷积模板算法[J].计算机工程与应用,2009,45(17):151-154. 被引量:11

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