使用运行长度编码的图像压缩及其优化

Amit Birajdar, Harsh Agarwal, Manan Bolia, Vedang Gupte
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引用次数: 8

摘要

图像是最常见和最流行的数据表示形式之一。数字图像用于专业和个人用途,从官方文件到社交媒体。因此,任何组织或个人都需要存储和共享大量的图像。与使用图像相关的最常见问题之一是图像的文件大小可能很大。图像采集技术的进步和数字内容的普及意味着图像现在具有非常高的分辨率和高质量,不可避免地导致尺寸的增加。因此,图像压缩已成为当今图像处理中最重要的部分之一。我们的目标是在不影响图像质量的情况下实现图像的最小尺寸,这给了我们完美的平衡。因此,为了达到这种完美的平衡,已经设计了许多压缩技术,但不可能确定最好的一种,因为它实际上取决于要压缩的图像的类型。因此,这里我们将详细介绍将图像转换为二值图像以及用于压缩二值图像的运行长度编码(RLE)算法。现在,RLE本身是一种非常有效和简单的图像压缩方法,但是,有时,在RLE算法应用于图像之后,图像的大小实际上增加了,这是RLE的主要缺点之一。在这篇研究论文中,我们将提出一种扩展或升级到RLE方法,这将确保图像的大小永远不会超过其原始大小,即使在最坏的情况下
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image Compression using Run Length Encoding and its Optimisation
Images are among the most common and popular representations of data. Digital images are used for professional and personal use ranging from official documents to social media. Thus, any Organization or individual needs to store and share a large number of images. One of the most common issues associated with using images is the potentially large file-size of the image. Advancements in image acquisition technology and an increase in the popularity of digital content means that images now have very high resolutions and high quality, inevitably leading to an increase in size. Image compression has become one of the most important parts of image processing these days due to this. The goal is to achieve the least size possible for an image while not compromising on the quality of the image, that gives us the perfect balance. Therefore, to achieve this perfect balance many compression techniques have been devised and it is not possible to pinpoint the best one because it is really dependent on the type of image to be compressed. So here we are going to elaborate on converting images into binary images and the Run length Encoding (RLE) algorithm used for compressing binary images. Now, RLE is itself a very effective and simple approach for compression of images but, sometimes, the size of an image actually increases after RLE algorithm is applied to the image and this is one of the major drawbacks of RLE. In this research paper we are going to propose an extension or maybe an upgradation to RLE method which will ensure that the size of an image never exceeds beyond its original size, even in the worst possible scenario
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