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Fast Approaches for Sub-pixel Precision Variable Block Size Motion Estimation
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作者 张颖 萧允治 沈庭芝 《Journal of Beijing Institute of Technology》 EI CAS 2009年第2期209-214,共6页
The new features of H. 264 video coding standard make the motion estimation module much more time consuming than before. Especially, the motion search is required for each of the 4 modes for inter prediction. In order... The new features of H. 264 video coding standard make the motion estimation module much more time consuming than before. Especially, the motion search is required for each of the 4 modes for inter prediction. In order to reduce the computational complexity, we analyze the statistics of results of motion estimation, such as the continuity of best modes of blocks in successive frames and the chance to give up a sub-partition mode (smaller than 16 × 16) after integer-pixel motion estimation, from which we suggest to make mode prediction based on the motion information of the previous frame and skip sub-pixel motion estimation in subpartition mode selectively. According to the experimental result, the proposed algorithm can save 75 % of the computational time with a slight degradation (0.03 dB) on PSNR compared with the pseudocode of fast search motion estimation in JM12.2. 展开更多
关键词 video coding motion estimation SUB-PIXEL variable block size
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Derivation of Optimal Global Equalization Function with Variable Size Block Based Local Contrast Enhancement
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作者 Ralph Oyini Mbouna Young-joon HAN 《Journal of Measurement Science and Instrumentation》 CAS 2010年第4期334-337,共4页
A conventional global contrast enhancement is difficult to apply in various images because image quality and contrast enhancement are dependent on image characteristics largely. And a local contrast enhancement not on... A conventional global contrast enhancement is difficult to apply in various images because image quality and contrast enhancement are dependent on image characteristics largely. And a local contrast enhancement not only causes a washed-out effect, but also blocks. To solve these drawbacks, this paper derives an optimal global equalization function with variable size block based local contrast enhancement. The optimal equalization function makes it possible to get a good quality image through the global contrast enhancement. The variable size block segmentation is firstly exeoated using intensity differences as a measure of similarity. In the second step, the optimal global equalization function is obtained from the enhanced contrast image having variable size blocks. Conformed experiments have showed that the proposed algorithm produces a visually comfortable result image. 展开更多
关键词 global oontrast enhancement local contrast enhancement optimal equalization function block segmentation variable size block
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On Construction of Optimal Two-Level Designs with Multi Block Variables
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作者 ZHAO Yuna ZHAO Shengli LIU Minqian 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2018年第3期773-786,共14页
When running an experiment, inhomogeneity of the experimental units may result in poor estimations of treatment effects. Thus, it is desirable to select a good blocked design before running the experiment. Mostly, a s... When running an experiment, inhomogeneity of the experimental units may result in poor estimations of treatment effects. Thus, it is desirable to select a good blocked design before running the experiment. Mostly, a single block variable was used in the literature to treat the inhomogeneity for simplicity. However, in practice, the inhomogeneity often comes from multi block variables. Recently, a new criterion called B2-GMC was proposed for two-level regular designs with multi block variables. This paper proposes a systematic theory on constructing some B^2-GMC designs for the first time. Experimenters can easily obtain the B^2-GMC designs according to the construction method. Pros of B^2-GMC designs are highlighted in Section 4, and the designs with small run sizes are tabulated in Appendix B for practical use. 展开更多
关键词 blocked design general minimum lower order confounding multi block variables Yatesorder.
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