论文标题
使用分数积分转换的图像加密:漏洞,威胁和未来范围
Image Encryption using fractional integral transforms: Vulnerabilities, threats and future scope
论文作者
论文摘要
随着数字媒体在从教育到娱乐的几乎每个领域中的巨大用法,敏感信息的安全一直是一个问题。由于图像是传达信息的最常用手段,因此需要在每个应用程序域中解决与隐私保护有关的问题。研究人员不时提出了各种安全方法。本文介绍了基于分数积分转换的各种图像加密方案的评论。随着分数积分转换的发展,几十年来,它们的应用从光信号处理到数字信号和数字图像处理。在本文中,我们采用了一种架构和相应的基于域的分类法来对文献中的各种现有方案进行分类。这些方案是根据实现平台进行分类的,这可能是由空间调节器,镜头和带电的耦合设备组成的光学设置,或者可以是此类转换的数学建模。根据每种方法中采用的方法对各种方案进行分类,并且还以表格形式介绍了比较分析。根据观察结果,这项工作被融合为各种挑战的摘要,并提供了一些建设性的准则,以供未来的工作中考虑。这种基于分数积分转换中各种架构示意图的加密算法的叙述性综述尚未在一个地方进行。
With the enormous usage of digital media in almost every sphere from education to entertainment, the security of sensitive information has been a concern. As images are the most frequently used means to convey information, therefore the issue related to the privacy preservation needs to be addressed in each of the application domains. There are various security methods proposed by researchers from time to time. This paper presents a review of various image encryption schemes based on fractional integral transform. As the fractional integral transforms have evolved through their applications from optical signal processing to digital signal and digital image processing over the decades. In this article, we have adopted an architecture and corresponding domain-based taxonomy to classify various existing schemes in the literature. The schemes are classified according to the implementation platform, that may be an optical setup comprising of the Spatial modulators, lenses and charged coupled devices or it can be a mathematical modelling of such transforms. Various schemes are classified according to the methodology adopted in each of them and a comparative analysis is also presented in tabular form. Based on the observations, the work is converged into a summary of various challenges and some constructive guidelines are provided for consideration in future works. Such a narrative review of encryption algorithm based on various architectural schematics in fractional integral transforms has not been presented before at one place.