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Open source algorithm for storage area and temporally optimized run length coding for image compression technology used in biomedical imaging

机译:用于生物医学成像的图像压缩技术的存储区域开源算法和时间优化游程编码

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The objective of this paper is to prove the significance of the optimized run length coding algorithm for biomedical imaging technology and open source the idea behind the optimized algorithm in a comprehensive way. An optimized scheme for entropy encoding part of JPEG image compression by modifying the run length encoding method has been provided by the authors for a Space Research Program at Institute of Space technology (IST). The same has been observed to produce a large amount of saving in terms of memory required for Biomedical compressed images. In JPEG (Joint Photographic Experts Group) image compression algorithm run length coding performs the actual compression by removing the redundancy from transformed and quantized image data. Using the fact that the preceding processes of run length coding produces a large number of zeros the original run length coding uses an ordered pair (a, b), where ‘a’ is the length of consecutive zeros preceding the ASCII character ‘b’. The proposed run length encoding scheme removes the unintended redundancy by using an ordered pair only when a zero occurs. The proposed encoding scheme does not alter the PSNR value for the algorithm. Using Matlab simulation, the proposed scheme has been tested on various biomedical images over a range of quantization (quality) factor and the results confirmed the effectiveness of the new run length encoding scheme in reducing the run length encoded data size and processing time delay.
机译:本文的目的是证明优化的行程编码技术对生物医学成像技术的意义,并以全面的方式公开优化算法的思想。作者已经为空间技术研究所(IST)的空间研究计划提供了一种通过修改行程编码方法来对JPEG图像压缩进行熵编码的优化方案。据观察,就生物医学压缩图像所需的存储而言,可以节省大量存储空间。在JPEG(联合图像专家组)中,图像压缩算法的运行长度编码通过从转换和量化的图像数据中删除冗余来执行实际的压缩。基于前面的行程编码的过程会产生大量零的事实,原始行程编码使用有序对(a,b),其中“ a”是ASCII字符“ b”之前的连续零的长度。所提出的行程编码方案仅在出现零时才使用有序对来消除意外的冗余。所提出的编码方案不会改变算法的PSNR值。使用Matlab仿真,已在各种量化(质量)因子的范围内对各种生物医学图像进行了测试,该结果证实了新的行程编码方案在减小行程编码数据大小和处理时间延迟方面的有效性。

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