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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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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.

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