Abstract
The present paper proposes a new hybrid image compression method via the incorporation of the methods, namely Singular Values Decomposition (SVD), Discrete Wavelet Transform (DWT), and Absolute Moment Block Truncation Coding (AMBTC). In order to maneuver these unified methods, DWT compression gives high compression, whereas SVD gives a low compression ratio but gives high image quality. In our new method, the image has firstly compressed with SVD and then further compressed by DWT and AMBTC. The image compressed by SVD is the input image for DWT, and it breaks up into its approximate coefficients and detail coefficients. Further, only approximate image is coded through AMBTC and details images are discarded because of containing less significant data. The newly proposed image compression algorithm has been checked on different natural images, and the results have been compared with other standard methods like BTC, AMBTC, and DWT-AMBTC. The new technique gets a high compression ratio of 20:1 and bitrates to reach 0.4 bits per pixel with good image quality. The objective and subjective results of our method are better than the other compression techniques. The goal of this idea is to attain high compression, and the high compression ratio is received comparatively higher than all other methods with comparable PSNR values for all images.
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References
Ranjan R (2020) Canonical Huffman coding based image compression using wavelet. Wireless Pers Commun 117(3):2193–2206
Bruylants T, Munteanu A, Schelkens P (2015) Wavelet based volumetric medical image compression. Signal Processing: Image Comm 31:112–133
Brahimi T, Laouir F, Boubchir L, Ali-Chérif A (2017) An improved wavelet-based image coder for embedded greyscale and colour image compression. Int J Electron Commun (AEÜ) 73:183–192
Latha PM, Fathima AA (2019) Collective compression of images using averaging and transform coding. Measurement 135:795–805
Usevitch BE (2001) A tutorial on Modem Lossy wavelet image compression: Foundations of JPEG-2000. IEEE signal processing Magazine
Delp EJ, Mitchell OR (1979) Image compression using block truncation coding. IEEE Trans Commun 27(9):1335–1342
Lema MD, Mitchell OR (1984) Absolute moment block truncation coding and its application to color image. IEEE Trans Commun 32(10):1148–1157
Cheng SC, Tsai WH (1993) Image compression using adaptive multilevel block truncation coding. J Vis Commun Image Represent 4(3):225–241
Cheng SC, Tsai WH (1994) Image compression by moment-preserving edge detection. Pattern Recogn 27(11):1439–1449
Desai UY, Mizuki MM, Masaki I, Horn BKP (1996) Edge and mean based compression, MIT Artif Intell Lab AI Memo 1584
Wu YG, Tai SC (1998) An efficient BTC image compression technique. IEEE Trans Consum Electron 44(2):317–325
Amarunnishad TM, Govindan VK, Abraham TM (2016) A fuzzy complement edge operator. In: IEEE Proceedings of the Fourteenth International Conference on Advanced Computing and Communications 2016, pp. 344–348. IEEE, Mangalore, Karnataka, India
Amarunnishad TM, Govindan VK, Abraham TM (2008) Improving BTC image compression using a Fuzzy complement edge operator. Signal Process Lett 88(12):2989–2997
Venkateswaran N, Kumar JA, Deepak TK (2006) A BTC-DWT hybrid image compression algorithm. In: IEEE Proceedings of 2006 IET International Conference on Visual Information Engineering, pp 244–248. Bangalore, India
Kumar A, Singh P (2011) Enhanced block truncation coding for gray scale image. Int J Comput Techn Appl 2(3):525–530
Kumar A, Singh P (2011) Futuristic algorithm for gray scale image based on enhanced block truncation coding. Int J Comput Inform Syst 2(5):53–60
Mathews J, Nair MS, Jo L (2012) Improved BTC algorithm for gray scale images using k-means quad clustering. In: proc The 19th International Conference on Neural Information Processing, ICONIP 2012, pp 9–17, Part IV, LNCS 7666, Doha, Qatar
Saua K, Basaka RK, Chanda A (2013) Image compression based on block truncation coding using Clifford Algebra. International Conference on Computational Intelligence: Modelling Techniques and Applications (CIMTA) 2013, Procedia Technology, 10, 699–706
Ghrare SE, Khobaiz AR (2014) Digital image compression using block truncation coding and Walsh Hadamard Transform Hybrid technique, In: Proc IEEE 2014 International Conference on Computer, Communication, and Control Technology (I4CT 2014), pp. 477–480, Langkawi, Kedah, Malaysia
Rufai AM, Anbarjafari G, Demirel H (2014) Lossy image compression using singular value decomposition and wavelet difference reduction. Digital Signal Process 24:117–123
Cheremkhin PA, Kurbatova EA (2019) Wavelet compression of off-axis digital holograms using real/imaginary and amplitude/phase parts, Nature research, Scientific Reports
Farghaly SH, Ismail SM (2020) Floating-point discrete wavelet transform-based image compression on FPGA, AEU. Int J Electronics Comm 124:153363
Eskicioglu AM, Fisher PS (1995) Image quality measures and their performance. IEEE Commun 43(12):2959–2965
Yamsang N, Udomhunsakul (2009) Image quality scale (IQS) for compressed images quality measurement. Proc The Int Multi Conf Engineers Comp Scient, Hong Kong 1:789–794
Wang Z, Bovik AC, Sheikh HR, Simoncelli EP (2004) Image quality assessment: From error measurement to structural similarity. IEEE Trans Image Process 13(4)
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Ranjan, R., Kumar, P. (2022). Absolute Moment Block Truncation Coding and Singular Value Decomposition-Based Image Compression Scheme Using Wavelet. In: Sharma, H., Shrivastava, V., Kumari Bharti, K., Wang, L. (eds) Communication and Intelligent Systems . Lecture Notes in Networks and Systems, vol 461. Springer, Singapore. https://doi.org/10.1007/978-981-19-2130-8_72
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DOI: https://doi.org/10.1007/978-981-19-2130-8_72
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