2012
DOI: 10.5755/j01.eee.118.2.1166
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An Algorithm for Grayscale Images Compression based on the forward Adaptive Quantizer Designed for Signals with Discrete Amplitudes

Abstract: In this paper an algorithm for grayscale image compression is presented, based on implementation of forward adaptive quantizers designed for signals with discrete amplitudes. Experiments are done, applying this algorithm on standard grayscale images and obtained results show that significant reduction of the bit-rate can be achieved (about 40%), maintaining very high quality of the reconstructed image, i.e. near lossless compression is performed. Ill. 2, bibl. 6, tabl. 2 (in English; abstracts in English and L… Show more

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Cited by 6 publications
(24 citation statements)
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“…As a measure of quality of the compressed image is commonly used PSQNR (peak signal-to-quantization-noise ratio), while the total average bit-rate is used as a measure of compression quality. Obtained results show that by using the proposed model for grayscale image compression, compared to the BTC model published in Savic et al (2012aSavic et al ( , 2012b, achieved gain is equal to 2.845 [dB] for N = 32. If N = 16, achieved gain is 6.140 [dB].…”
Section: Introductionmentioning
confidence: 81%
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“…As a measure of quality of the compressed image is commonly used PSQNR (peak signal-to-quantization-noise ratio), while the total average bit-rate is used as a measure of compression quality. Obtained results show that by using the proposed model for grayscale image compression, compared to the BTC model published in Savic et al (2012aSavic et al ( , 2012b, achieved gain is equal to 2.845 [dB] for N = 32. If N = 16, achieved gain is 6.140 [dB].…”
Section: Introductionmentioning
confidence: 81%
“…From the above described algorithm it is known that T h2 is a decision making threshold that defines the range of usage of offered quantizers. Related to that, we will obtain representational variances for ranges [0, T h2 ] and [T h2 , 255] by using following equations, respectively: The piecewise uniform quantizer Q 1 has the maximal amplitude x max1 ¼ k 1r1 and it will be realized with N levels grouped in L regions (Savic et al 2012a(Savic et al , 2012b. Each region has M = N/L uniform output levels.…”
Section: Coding Algorithm and Dual Mode Quantizationmentioning
confidence: 99%
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