Block-Based Fractional Wavelet Filter For Low-Complexity Coding Algorithm of Hyperspectral Image With Memory Constrained Wireless Multimedia Sensor

Depending on the mammoth size of the hyperspectral image, the wavelet transform-based compression algorithm has achieved impressive performance in the compression of hyperspectral images. Set partition wavelet transform hyperspectral image compression algorithms have superior performance than other transform compression algorithms, such as embeddedness, low coding complexity and high coding efficiency. Fractional wavelet-based zero memory set partitioned embedded block (ZM-SPECK) reduces the demand for transform memory and coding memory with at par transform complexity and high coding efficiency. But comparing every coefficient/block/set for each frequency frame with the current threshold is time-consuming. The present algorithm deals with the complexity and memory of the transform image coding algorithms. The block-based fractional wavelet filter delivers exact transform results like other wavelet transforms, but demands the least transform memory with at par wavelet transform complexity. With the employment of the low complexity zero memory set partitioned embedded block (LC-ZM-SPECK), the coding complexity of the compression algorithm is further reduced. The simulation results show that the proposed compression algorithm reduces the overall complexity by ~ 25% to other state-of-the-art compression algorithms and reduces the transform memory by ~ 40%, making it a suitable choice for the resource-constrained hyperspectral image sensors.

Publication Details

Journal
International Journal of Electronics and Communication Engineering
Published
2025-08-31
DOI
https://doi.org/10.14445/23488549/ijece-v12i8p123
Primary Topic
Image and Signal Denoising Methods
Type
article
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article

Block-Based Fractional Wavelet Filter For Low-Complexity Coding Algorithm of Hyperspectral Image With Memory Constrained Wireless Multimedia Sensor

International Journal of Electronics and Communication Engineering
Image and Signal Denoising Methods
article

Block-Based Fractional Wavelet Filter For Low-Complexity Coding Algorithm of Hyperspectral Image With Memory Constrained Wireless Multimedia Sensor

article en

Abstract

Depending on the mammoth size of the hyperspectral image, the wavelet transform-based compression algorithm has achieved impressive performance in the compression of hyperspectral images. Set partition wavelet transform hyperspectral image compression algorithms have superior performance than other transform compression algorithms, such as embeddedness, low coding complexity and high coding efficiency. Fractional wavelet-based zero memory set partitioned embedded block (ZM-SPECK) reduces the demand for transform memory and coding memory with at par transform complexity and high coding efficiency. But comparing every coefficient/block/set for each frequency frame with the current threshold is time-consuming. The present algorithm deals with the complexity and memory of the transform image coding algorithms. The block-based fractional wavelet filter delivers exact transform results like other wavelet transforms, but demands the least transform memory with at par wavelet transform complexity. With the employment of the low complexity zero memory set partitioned embedded block (LC-ZM-SPECK), the coding complexity of the compression algorithm is further reduced. The simulation results show that the proposed compression algorithm reduces the overall complexity by ~ 25% to other state-of-the-art compression algorithms and reduces the transform memory by ~ 40%, making it a suitable choice for the resource-constrained hyperspectral image sensors.

International Journal of Electronics and Communication EngineeringVol. 12(8)
Openalex Percentile: Top 78%
Image and Signal Denoising Methods
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Block-Based Fractional Wavelet Filter For Low-Complexity Coding Algorithm of Hyperspectral Image With Memory Constrained Wireless Multimedia Sensor · International Journal of Electronics and Communication Engineering (2025) | TGRS Research Map | TGRS