Detection of copy move image forgery based on discrete cosine transform
Since powerful editing software is easily accessible, manipulation on images is expedient and easy without leaving any noticeable evidences. Hence, it turns out to be a challenging chore to authenticate the genuineness of images as it is impossible for human's naked eye to distinguish between the tampered image and actual image. Among the most common methods extensively used to copy and paste regions within the same image in tampering image is the copy move method. Discrete Cosine Transform (DCT) has the ability to detect tampered regions accurately. Nevertheless, in terms of precision (FP) and recall (FN) the block size of overlapping block influenced the performance. In this paper, the researchers implemented the copy move image forgery detection using DCT coefficient. Firstly, by using the standard image conversion technique, RGB image is transformed into grayscale image. Consequently, grayscale image is segregated into overlying blocks of m x m pixels, m 4.8. 2D DCT coefficients are calculated and reposition into a feature vector using zig zag scanning in every block. Eventually, lexicographic sort is used to sort the feature vectors. Finally, the duplicated block is located by the Euclidean Distance. In order to gauge the performance of the copy move detection techniques with various block sizes with respect to accuracy and storage, threshold D_similar 0.1 and distance threshold (N)_d 100 are used to implement the 10 input images in order. Consequently, 4 x 4 overlying block size had high false positive thus decreased the accuracy of forged detection in terms of accuracy. However, 8 x 8 overlying block accomplished more accurately for forged detection in terms of precision and recall as compared to 4 x 4 overlying block. In a nutshell, the result of the accuracy performance of different overlying block size are influenced by the diverse size of forged area, distance between two forged areas and threshold value used for the research.
Neural Computing and Applications