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[Advances in Intelligent Systems and Computing] Recent Findings in Intelligent Computing Techniques Volume 709 (Proceedings of the 5th ICACNI 2017, Volume 3) || An Advanced Ripplet Transform Based Medical Image Compression Method

DOI:10.1007/978-981-10-8633-5_46 出版年份:2018 更新时间:2025-09-04 15:30:14
摘要: Diagnostic medical imaging is tremendously increased over past few years. It basically involves multiple images or sequence of images taken at different cross sections leading to very high volume of data. Hence, there exists a need for compression of these images for effective storage and retrieval purposes. Current compression techniques provide a very high compression rate, but with a considerable loss of image quality. In medicine, it is necessary to preserve high image quality in diagnostically important regions. In this paper, a better compression algorithm for medical images is presented to address the aforementioned challenge. The proposed is method that uses a new transformation called “Ripplet transform” that preserves inconsistencies along curves and provides high-quality decompressed image by representing images at different scales and directions. The proposed method is compared with conventional as well as current compression techniques. Better performance is observed for proposed method when assessed by qualitative and quantitative measures.
作者: Shrinivas D. Desai,R. P. Neha
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To develop a better compression algorithm for medical images that yields good compression ratio while preserving image quality, especially in diagnostically important regions.

The proposed methodology provides an efficient presentation of images while preserving 2D singularities along the curves through multi-resolution analysis. It achieves an appreciable compression ratio compared to conventional transforms and preserves diagnostically important information. Future work could explore different transformations and filters to enhance edge preservation in smooth areas.

The proposed method may not preserve edges of smooth areas (low-level components) as effectively, and the levels for multi-resolution analysis are not dynamically adjusted based on the intensity of edges in the image.

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