Splitting bits for lossless compression of microarray images

B. Koc, Z. Arnavut, D. Sarkar, H. Kocak
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引用次数: 1

Abstract

In an earlier publication we reported on the effectiveness of the Burrows-Wheeler transformation followed by inversion coder (BWIC) in the lossless compression of DNA microarray images where we obtained gains of average 6.5% over generic image compressors. In this work, we propose an enhancement of our previous technique by exploiting the bit distribution of images. Using a simple statistical test, we first decide if it will be gainful to split a 16-bit microarray image into two 8-bit images. In case of splitting, it turns out that the first 8-bit image is highly compressible and we use BWIC to compress it. The second 8-bit image most often contains noise and the bit distribution can become nearly random. We use the Wald-Wolfowitz runs test of randomness to decide whether to compress the second 8-bit image with BWIC or not at all since attempting to compress random data usually results in a larger file size. On select microarray images, by splitting a 16-bit microarray image into 8-bit pieces and selectively compressing the pieces with BWIC, we can achieve upward of 3% compression gain over our previous work.
用于微阵列图像无损压缩的分割位
在早期的出版物中,我们报道了Burrows-Wheeler变换的有效性,随后是反转编码器(BWIC)在DNA微阵列图像的无损压缩中,我们获得了比一般图像压缩器平均6.5%的增益。在这项工作中,我们提出通过利用图像的位分布来增强我们以前的技术。使用简单的统计测试,我们首先决定将16位微阵列图像拆分为两个8位图像是否有益。在分割的情况下,事实证明第一个8位图像是高度可压缩的,我们使用BWIC来压缩它。第二个8位图像通常包含噪声,并且位分布几乎是随机的。我们使用Wald-Wolfowitz随机运行测试来决定是否用BWIC压缩第二个8位图像,或者根本不压缩,因为试图压缩随机数据通常会导致更大的文件大小。在选定的微阵列图像上,通过将16位微阵列图像分割成8位块,并有选择地使用BWIC压缩这些块,我们可以比以前的工作获得3%以上的压缩增益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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