DocumentCode
693728
Title
Nonlinear dynamic texture analysis and synthesis by using discrete wavelet transform and different color coding
Author
Ghadekar, P.P. ; Chopade, N.B.
Author_Institution
Dept. of Appl. Electron., SGBA Univ., Pune, India
fYear
2013
fDate
18-19 Oct. 2013
Firstpage
467
Lastpage
473
Abstract
In this paper, the innovative method for analyzing and synthesizing nonlinear dynamic textures is proposed. To capture nonlinear motion, dynamic textures are modeled by dynamic texture units. The dynamic texture units´ parameters are learnt at the same time. We use Daubechies discrete wavelet transform, and different color coding i.e. YCbCr, YUV, and YIQ to get better visual quality and compact representation. This is a more accepted and a highly flexible algorithm. It exploits the spatial, temporal, and chromatic correlations amongst the pixels to get the more compact model parameters. The proposed algorithm is simple, automatic, and it works well on various types of dynamic textures. We have done the testing on various dynamic textures. It reconstructs the dynamic texture sequences with promising visual quality and fewer coefficients. The testing result shows the proposed dynamic system along with Daubechies discrete wavelet transform, and YIQ color coding achieves a higher compact model with an acceptable visual quality than the available LDS (Linear Dynamic System) and Fourier descriptor model. A compact representation for dynamic texture synthesis is very useful for embedded devices, which have a limited memory and computational power, such as tablets, mobile phones, etc.
Keywords
discrete wavelet transforms; image coding; image colour analysis; image texture; Daubechies discrete wavelet transform; Fourier descriptor model; YIQ color coding; chromatic correlations; computational power; dynamic texture units; dynamic textures; embedded devices; linear dynamic system; mobile phones; nonlinear dynamic texture analysis; nonlinear motion; spatial correlations; tablets; temporal correlations; DTU; Discrete Wavelet transforms; Nonlinear; SVD; YCb Cr ; YIQ; YUV;
fLanguage
English
Publisher
iet
Conference_Titel
Computational Intelligence and Information Technology, 2013. CIIT 2013. Third International Conference on
Conference_Location
Mumbai
Type
conf
DOI
10.1049/cp.2013.2630
Filename
6950914
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