List of Journals    /    Call For Papers    /    Subscriptions    /    Login
 
 
 
 
 SEARCH
By Author By Title
 
 
ABOUT CSC
 About CSC Journals
 CSC Journals Objectives
 List of Journals
 CALL FOR PAPERS
 Call For Papers CFP
 Special Issue CFP
AUTHOR GUIDELINES
 Submission Guidelines
 Peer Review Process
 Helpful Hints For Getting Published
 Plagiarism Policies
 Abstracting & Indexing
 Open Access Policy
 Submit Manuscript
 FOR REVIEWERS
 Reviewer Guidelines
 FOR EDITORIAL
 Editor Guidelines
 Join Us As Editor
 Launch Special Issue
 Suggest New Journal
 CSC LIBRARY
 Browse CSC Library
 Open Access Policy
  SERVICES
 Conference Partnership Program (CPP)
 Abstracting & Indexing
 SUBSCRIPTIONS
 Subscriptions
 Discounted Packages
 Archival Subscriptions
 How to Subscribe
 Librarians
 Subscriptions Agents
 Order Form
 DOWNLOADS
 
 
 
 
Unconstrained Optimization Method to Design Two Channel Quadrature Mirror Filter Banks for Image Coding
Full text
 PDF(432.3KB)
Source 
International Journal of Image Processing (IJIP)
Table of Contents
Download Complete Issue    PDF(4.73MB)
Volume:  5    Issue:  1
Pages:  1-108
Publication Date:   March / April 2011
ISSN (Online): 1985-2304
Pages 
46 - 57
Author(s)  
Anamika Jain - India
Aditya Goel - India
 
Published Date   
04-04-2011 
Publisher 
CSC Journals, Kuala Lumpur, Malaysia
ADDITIONAL INFORMATION
Keywords   Abstract   References   Cited by   Related Articles   Collaborative Colleague
 
KEYWORDS:   Sub-Band Coding, Quadrature Mirror Filter, PSNR(Peak Signal to Noise Ratio),, MSE(Mean Square Error), Perfect Reconstruction 
 
 
This Manuscript is indexed in the following databases/websites:-
1. Directory of Open Access Journals (DOAJ)
2. Scribd
3. refSeek
4. Socol@r
5. Docstoc
6. Google Scholar
7. iSEEK
8. WorldCat
 
 
This paper proposes an efficient method for the design of two-channel, quadrature mirror filter (QMF) bank for subband image coding. The choice of filter bank is important as it affects image quality as well as system design complexity. The design problem is formulated as weighted sum of reconstruction error in time domain and passband and stop-band energy of the low-pass analysis filter of the filter bank .The objective function is minimized directly, using nonlinear unconstrained method. Experimental results of the method on images show that the performance of the proposed method is better than that of the already existing methods. The impact of some filter characteristics, such as stopband attenuation, stopband edge, and filter length on the performance of the reconstructed images is also investigated.  
 
 
 
1 D. Esteban, C. Galand. “Application of quadrature mirror filter to split band voice coding schemes”. Proc. IEEE International Conference on Acoustics, Speech, and Signal Processing (ASSP), pp. 191–195, 1977.
2 R.E. Crochiere. “Sub-band coding”. Bell Syst. Tech. Journal, 9 , pp.1633–1654,1981.
3 M.J.T. Smith, S.L. Eddins. “Analysis/synthesis techniques for sub-band image coding”. IEEE Trans. Acoust. Speech Signal Process: ASSP-38, pp.1446–1456, (8)1990.
4 D.Taskovski, M. Bogdanov, S.Bogdanova. “Application Of Linear-Phase Near-Perfect-Reconstruction Qmf Banks In Image Compression”. pp. 68-71, 1998.
5 J.W. Woods, S.D. O’Neil. “Sub-band coding of images”. IEEE Trans. Acoust. Speech Signal Process.: ASSP-34, pp.1278–1288, (10) 1986.
6 T.D. Tran, T.Q. Nguyen. “On M-channel linear phase FIR filter banks and applications in image compression”. IEEE Trans. Signal Process.45, pp.2175–2187, (9)1997.
7 S.C. Chan, C.K.S. Pun, K.L. Ho, “New design and realization techniques for a class of perfect reconstruction two-channel FIR filter banks and wavelet bases,” IEEE Trans. Signal Process. 52, pp.2135–2141, (7) 2004.
8 C.K. Chen, J.H. Lee. “Design of quadrature mirror filters with linear phase in the frequency domain”. IEEE Trans. Czrcuits Syst., vol. 39, pp. 593-605, (9)1992.
9 V.K. Jain, R.E. Crochiere. “Quadrature mirror filter design in time domain filter design in the time domain”. IEEE Trans.Acoust., Speech, Signal Processing,, ASSP-32,pp. 353–361,(4)1984.
10 H. Xu, W.S. Lu, A. Antoniou. “An improved method for the design of FIR quadrature mirror image filter banks”. IEEE Trans. Signal Process.46, pp.1275–1281,(6) 1998.
11 C.K. Goh, Y.C. Lim. “An efficient algorithm to design weighted minimax PR QMF banks”. IEEE Trans. Signal Process. 47, pp. 3303–3314, 1999.
12 K. Nayebi, T.P. Barnwell III, M.J.T. Smith. “Time domain filter analysis: A new design theory”. IEEE Trans. Signal Process. 40 ,pp.1412–1428, (6) 1992.
13 P.P. Vaidyanathan. “Multirate Systems and Filter Banks”. Prentice Hall, Englewood Cliffs, NJ, 1993.
14 W.S. Lu, H. Xu, A. Antoniou. “A new method for the design of FIR quadrature mirror-image filter banks”. IEEE Trans. Circuits Syst. II: Analog Digital Signal Process. 45,pp.922–927,(7) 1998.
15 M.J.T. Smith, T.P. Barnwell III. “Exact reconstruction techniques for tree structured sub-band coders.” IEEE Trans. Acoust. Speech Signal Process. ASSP-34 ,pp.434–441, (6) 1986.
16 J . D. Johnston. “A filter family designed for use in quadrature mirror filter banks”. Proc. IEEE Trans. Acoust, Speech, Signal Processing, pp. 291-294, Apr. 1980.
17 O. P. Sahu, M. K. Soni and I. M. Talwar,. “Marquardt optimization method to design two-channel quadrature mirror filter banks”. Digital Signal Processing, vol. 16,No.6, pp. 870-879, Nov. 2006.
18 H. C. Lu, and S. T. Tzeng. “Two channel perfect reconstruction linear phase FIR filter banks for subband image coding using genetic algorithm approach”. International journal of systems science, vol.1, No. 1, pp.25-32, 2001.
19 Y. C. Lim, R. H. Yang, S. N. Koh. “The design of weighted minimax quadrature mirror filters”. IEEE Transactions Signal Processing, vol. 41, No. 5, pp. 1780-1789, May 1993.
20 H. Xu, W. S. Lu, A. Antoniou. “A novel time domain approach for the design of Quadrature mirror filter banks”. Proceeding of the 37th Midwest symposium on circuit and system, vol.2, No.2, pp. 1032-1035, 1995.
21 H. Xu, W. S. Lu, A. Antoniou. “A new method for the design of FIR QMF banks”. IEEE transaction on Circuits, system-II: Analog Digital processing, vol. 45, No.7, pp. 922-927, Jul., 1998.
22 H. Xu, W.-S. Lu, A. Antoniou. “An improved method for the design of FIR quadrature mirror-image filter banks”. IEEE Transactions on signal processing, vol. 46, pp. 1275-1281, May 1998.
23 C. W. Kok, W. C. Siu, Y. M. Law. “Peak constrained least QMF banks”. Journal of signal processing, vol. 88, pp. 2363-2371, 2008.
24 R. Bregovic, T. Saramaki. “A general-purpose optimization approach for designing two-channel FIR filter banks”. IEEE Transactions on signal processing, vol.51,No.7, Jul. 2003.
25 C. D. Creusere, S. K. Mitra. “A simple method for designing high quality prototype filters for M-band pseudo QMF banks”. IEEE Transactions on Signal Processing, vol. 43, pp. 1005-1007, 1995.
26 K.Swaminathan, P.P. Vaidyanathan. “Theory and design of uniform DFT, parallel QMF banks”. IEEE Trans. Circuits Syst. 33 pp.1170–1191, (12) 1986.
27 A. Kumar, G. K. Singh, R. S. Anand. “Near perfect reconstruction quadrature mirror filter”. International Journal of Computer Science and Engineering, vol. 2, No.3, pp.121-123, Feb., 2008.
28 A. Kumar, G. K. Singh, R. S. Anand. “A closed form design method for the two channel quadrature mirror filter banks”. Springer-SIViP, online, Nov., 2009.
 
 
 
 
 
 
 
 
Anamika Jain : Colleagues
Aditya Goel : Colleagues  
 
 
 
  Untitled Document
 
Copyrights (c) 2012 Computer Science Journals. All rights reserved.
Best viewed at 1152 x 864 resolution. Microsoft Internet Explorer.
 
  
 
Copyrights & Usage: Articles published by CSC Journals are Open Access. Permission to copy and distribute any other content, images, animation and other parts of this website is prohibited. CSC Journals has the rights to take action against individual/group if they are found victim of copying these parts of the website.