基于深度神经网络和异关联积分变换的图像隐写分析

IF 0.2 Q4 MATHEMATICS, APPLIED
M. Dryuchenko, A. Sirota
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引用次数: 0

摘要

研究了数字图像的隐写分析问题。所提出的方法是基于使用具有相对简单架构的深度卷积神经网络,其特点是使用了额外的特殊处理层。这些网络经过训练并用于原始大图像的小片段的隐写分析。对于全尺寸图像的分析,提出进行二次后处理,即根据朴素贝叶斯分类器的方案,将获得的分类结果以块为单位组合为二值特征序列。我们建议使用积分异关联变换,该变换根据片段的一部分相对于另一部分的预测模型,在处理后的图像片段上提供估计和随机(掩蔽)分量的选择,以识别信息嵌入后图像结构和统计属性的违反。这种转换作为附加层包含在训练神经网络的体系结构中。考虑了深度神经网络体系结构的替代版本(具有和不具有异构关联变换的积分层)。使用ppg - limmm - color图片库创建数据集。对几种著名的隐写算法(包括经典的Kutter、Koha - Zhao的块和块谱算法,现代的EMD、MBEP算法以及自适应空间隐写WOW和S-UNIWARD算法)和基于使用异相关压缩变换的隐写算法进行了实验。结果表明,在计算成本相对较低的情况下,采用所提出的大图像信息处理方案所获得的隐写分析精度与其他作者的结果相当,在某些情况下甚至超过了他们。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image stegoanalysis using deep neural networks and heteroassociative integral transformations
The problem of steganalysis of digital images is considered. The proposed approach is based on the use of deep convolutional neural networks with a relatively simple architecture, distinguished by the use of additional layers of special processing. These networks are trained and used for steganalysis of small fragments of the original large images. For the analysis of full sized images, it is proposed to carry out secondary post-processing, which involves combining the obtained classification results in blocks as a sequence of binary features according to the scheme of a naive Bayesian classifier. We propose to use integral heteroassociative transformations that provide the selection of the estimated and stochastic (masking) components on the processed image fragment based on the forecast model of one part of the fragment in relation to another to identify violations of the structural and statistical image properties after message embedding. Such transformations are included in the architecture of trained neural networks as an additional layer. Alternative versions of deep neural network architectures (with and without an integral layer of heteroassociative transformation) are considered. The PPG-LIRMM-COLOR images base was used to create data sets. Experiments have been carried out for several well-known stego algorithms (including the classic block and block-spectral algorithms of Kutter, Koha - Zhao, modern algorithms EMD, MBEP and algorithms for adaptive spatial steganography WOW and S-UNIWARD) and for the stego algorithms based on the use of heteroassociative compression transformations. It is shown that the accuracy of steganalysis obtained when implementing the proposed information processing schemes for large images with relatively low computational costs is comparable to the results obtained by other authors, and in some cases even exceeds them.
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来源期刊
Prikladnaya Diskretnaya Matematika
Prikladnaya Diskretnaya Matematika MATHEMATICS, APPLIED-
CiteScore
0.60
自引率
50.00%
发文量
0
期刊介绍: The scientific journal Prikladnaya Diskretnaya Matematika has been issued since 2008. It was registered by Federal Control Service in the Sphere of Communications and Mass Media (Registration Witness PI № FS 77-33762 in October 16th, in 2008). Prikladnaya Diskretnaya Matematika has been selected for coverage in Clarivate Analytics products and services. It is indexed and abstracted in SCOPUS and WoS Core Collection (Emerging Sources Citation Index). The journal is a quarterly. All the papers to be published in it are obligatorily verified by one or two specialists. The publication in the journal is free of charge and may be in Russian or in English. The topics of the journal are the following: 1.theoretical foundations of applied discrete mathematics – algebraic structures, discrete functions, combinatorial analysis, number theory, mathematical logic, information theory, systems of equations over finite fields and rings; 2.mathematical methods in cryptography – synthesis of cryptosystems, methods for cryptanalysis, pseudorandom generators, appreciation of cryptosystem security, cryptographic protocols, mathematical methods in quantum cryptography; 3.mathematical methods in steganography – synthesis of steganosystems, methods for steganoanalysis, appreciation of steganosystem security; 4.mathematical foundations of computer security – mathematical models for computer system security, mathematical methods for the analysis of the computer system security, mathematical methods for the synthesis of protected computer systems;[...]
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