Download Information Technology: Proceedings of the 2014 by Yi Wan, Liangshan Shao, Lipo Wang, Jinguang Sun PDF
By Yi Wan, Liangshan Shao, Lipo Wang, Jinguang Sun
These lawsuits of the symposium ISIT 2014 objective to be a platform for foreign alternate of the cutting-edge study and perform in info know-how. The contributions disguise a wide selection of issues, starting from theoretical and analytical reports to varied purposes.
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Additional info for Information Technology: Proceedings of the 2014 International Symposium on Information Technology
Levels Binaryfor treeafrom of 1-D MSEx proposed a powerful decomposite small scale toonce large iteratool for fast multi-scale analysis of 1-D signals. Next decomposite from small scale to large scale iteratively, it will save much time and has more flexibility. addition, if to we can obtainand scale information at weIn extend thisoftool 2-D cases. tively, ittree will save much time more flexibilBinary 1-D MSEx proposedhas a powerful tool all levels fortree a composite signal proposed once for all, without ity.
IEEE Signal Process lett 2(8): 155–156. S. & Flusser, J. 2014. Fast computation of Krawtchouk moments. Information Science 288: 73–86. , Ahmad, M. O. & Swamy, M. N. S. 2013. Binary discrete cosine and Hartley transforms. IEEE Trans Circuits Syst-I: Regular Papers 60(4): 989–1002. indd 28 12/06/15 11:30 AM Information Technology – Wan et al. (Eds) © 2015 Taylor & Francis Group, London, ISBN 978-1-138-02785-5 A fast BEMD algorithm based on multi-scale extrema D. T. L. Xu Ocean Department of Dalian Navy Academy, Dalian, China.
2 Experimental analysis In this subsection, two experiments are conducted to illustrate the efficiency of the proposed 4×4 DKT algorithm. First, the gray-scale image ‘Lena’ (See Figure 2) was transformed using the proposed method. Then, the image was reconstructed with different number of selected components along the zig-zag order used in JPEG (Wallace 1991) using the inverse . (33) The signal graph of the proposed algorithm is shown in Figure 1. indd 26 12/06/15 11:30 AM Table 2. The comparison results of the computational c omplexity of the proposed method compared to Naïve method and the method using separability and symmetry for 4×4 DKT.