DocumentCode
1041665
Title
First absolute moment and variance estimators used in JPEG reconstruction
Author
Krupiñski, Robert ; Purczyñski, Jan
Author_Institution
Chair of Signal Process. & Multimedia Eng., Tech. Univ. of Szczecin, Poland
Volume
11
Issue
8
fYear
2004
Firstpage
674
Lastpage
677
Abstract
Rice and Rabbani modeled the distribution density of discrete cosine transform (DCT) coefficients by means of the Laplacian distribution. Parameters of the model were estimated on the basis of quantized values of DCT coefficients available to the decoder, employing the maximum likelihood method (MLM). In this letters, two estimators (alternatives to the maximum likelihood one) of the discrete Laplacian distribution modeling DCT are presented. Reconstructed values of images are adjusted based on a distribution with estimated parameters. The reconstruction of DCT coefficients, similarly as in [J. R. Price, M. Rabbani (1999)] and [R. L. de Queiroz (1998)], is carried out by application of centroids. For selected images, the values of PSNR coefficients and values obtained through the MLM are compared.
Keywords
Laplace transforms; data compression; discrete cosine transforms; image coding; image reconstruction; quantisation (signal); transform coding; DCT; JPEG decoding; JPEG image reconstruction; JPEG quantization; Joint Photographic Experts Group; PSNR coefficient; absolute moment estimator; discrete Laplacian distribution; discrete cosine transform coefficient; peak signal-to-noise ratio; variance estimator; Discrete cosine transforms; Image reconstruction; Laplace equations; Maximum likelihood decoding; Maximum likelihood estimation; PSNR; Parameter estimation; Quantization; Standards organizations; Transform coding; JPEG; JPEG decoding; JPEG quantization; JPEG reconstruction;
fLanguage
English
Journal_Title
Signal Processing Letters, IEEE
Publisher
ieee
ISSN
1070-9908
Type
jour
DOI
10.1109/LSP.2004.831673
Filename
1316883
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