Estimating the primary quantization matrix of double JPEG compressed images is a problem of relevant importance in image forensics since it allows to infer important information about the past history of an image. In addition, the inconsistencies of the primary quantization matrices across different image regions can be used to localize splicing in double JPEG tampered images. Traditional model-based approaches work under specific assumptions on the relationship between the first and second compression qualities and on the alignment of the JPEG grid. Recently, a deep learning-based estimator capable to work under a wide variety of conditions has been proposed, that outperforms tailored existing methods in most of the cases. The method is based on a Convolutional Neural Network (CNN) that is trained to solve the estimation as a standard regression problem. By exploiting the integer nature of the quantization coefficients, in this paper, we propose a deep learning technique that performs the estimation by resorting to a simil-classification architecture. The CNN is trained with a loss function that takes into account both the accuracy and the Mean Square Error (MSE) of the estimation. Results confirm the superior performance of the proposed technique, compared to the state-of-the art methods based on statistical analysis and, in particular, deep learning regression. Moreover, the capability of the method to work under general operative conditions, regarding the alignment of the second compression grid with the one of first compression and the combinations of the JPEG qualities of former and second compression, is very relevant in practical applications, where these information are unknown a priori.
翻译:估计双JPEG压缩图像的初级量化矩阵是一个在图像法证中具有相关性的问题,因为它能够推断出关于图像过去历史的重要信息。此外,不同图像区域的主要量化矩阵的不一致性可以用来在双重 JPEEG被篡改的图像中将拼凑成本地化。传统的基于模型的方法在关于第一和第二压缩质量之间的关系和对JPEG网格的调整的具体假设下开展工作。最近,提出了能够在不同条件下工作的深层次基于学习的估算师,这在多数情况下都超过了现有方法的定制。此外,该方法基于不同图像区域的主要量化矩阵矩阵矩阵的不一致性,可以用来将估算作为标准回归问题加以培训。我们在本文件中提出了一种深层次的学习技术,通过使用一种等级结构来进行估算。 CNNCN接受了一种基于深层次的基于学习的估算,在大多数情况下,其改进了现有方法的适应了现有方法的特异性。在估算中,在先前的精确性分析中,其前的精确性分析方法与之前的精确性分析方法相比,其先前的精确性分析中,其前的精确性分析能力与前的精确性分析方法的精确性。