151. Lossless Multiwavelet Compression of Ultraspectral Sounder Data
- Author
-
H.-L. Huang, Bormin Huang, Mitchell D. Goldberg, and Y. Sriraja
- Subjects
Lossless compression ,Texture compression ,business.industry ,Computer science ,Data compression ratio ,Data_CODINGANDINFORMATIONTHEORY ,Lossy compression ,Set partitioning in hierarchical trees ,Wavelet ,Computer vision ,Artificial intelligence ,business ,Algorithm ,Data compression ,Image compression - Abstract
Multiwavelets are theoretically expected to perform better than traditional wavelets for image compression. Standard and new decomposition methods for multiwavelet compression have been studied in (1), where floating-point multiwavelet transforms are used for lossy image compression. In this paper we investigate both decomposition methods with a reversible integer multiwavelet transform for lossless compression of ultraspectral sounder data. This study shows that the multiwavelet compression method outperforms other well-known methods such as CALIC, SPIHT, and CCSDS IDC for lossless compression on ultraspectral data. Furthermore, the standard multiwavelet decomposition method yields better compression than the new one. We also show that the Bias- Adjusted Reordering (BAR) scheme for spectral data preprocessing yields a substantial improvement on multiwavelet compression with the average compression ratio increasing from 2.27 to 2.61.
- Published
- 2006