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2015
DOI: 10.17230/ingciencia.11.21.11
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Seismic Data Compression Using 2D Lifting-Wavelet Algorithms

Abstract: Different seismic data compression algorithms have been developed in order to make the storage more efficient, and to reduce both the transmission time and cost. In general, those algorithms have three stages: transformation, quantization and coding. The Wavelet transform is highly used to compress seismic data, due to the capabilities of the Wavelets on representing geophysical events in seismic data. We selected the lifting scheme to implement the Wavelet transform because it reduces both computational and s… Show more

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Cited by 14 publications
(5 citation statements)
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“…Among many transforms, wavelet based approaches have played a dominant role in performing decorrelation of seismic data [7]- [9]. The popularity of the wavelet based coding scheme could be found in its efficient data representation in the transformed domain which easily allows compressed image manipulation, e.g., by utilizing straightforward quality control scheme or progressive image decompression.…”
Section: A Related Work On Lossy Seismic Data Compressionmentioning
confidence: 99%
“…Among many transforms, wavelet based approaches have played a dominant role in performing decorrelation of seismic data [7]- [9]. The popularity of the wavelet based coding scheme could be found in its efficient data representation in the transformed domain which easily allows compressed image manipulation, e.g., by utilizing straightforward quality control scheme or progressive image decompression.…”
Section: A Related Work On Lossy Seismic Data Compressionmentioning
confidence: 99%
“…Indeed, the compressed sensing fields have helped to tackle many difficulties related to seismic data starting from acquisition to full waveform inversion by exploiting the sparse structure of seismic data (Herrmann et al., 2013; Lin & Herrmann, 2013; Mansour et al., 2012). Conventionally, seismic compression algorithms are based on fixed sparse transforms (Averbuch et al., 2001; Duval & Rosten, 2000; Fajardo et al., 2015; Wang et al., 2004; Zheng & Liu, 2012), where the basis functions are analytically predefined and already known by the encoder and decoder, such as discrete cosines, wavelets and others (Elad, 2010; Mallat, 2008). By contrast, other seismic compression algorithms based on learned transforms have recently emerged.…”
Section: Introductionmentioning
confidence: 99%
“…Indeed, the compressed sensing fields have helped to tackle many difficulties related to seismic data starting from acquisition to full waveform inversion by exploiting the sparse structure of seismic data (Herrmann et al, 2013;Lin & Herrmann, 2013;Mansour et al, 2012). Conventionally, seismic compression algorithms are based on fixed sparse transforms (Averbuch et al, 2001;Duval & Rosten, 2000;Fajardo et al, 2015;Wang et al, 2004;Zheng & Liu, 2012), where the basis functions are analytically predefined and already known by the encoder and decoder, such as discrete cosines, wavelets and others (Elad, 2010;Mallat, 2008). By contrast, other seismic compression algorithms based on learned transforms have recently emerged.…”
Section: Introductionmentioning
confidence: 99%