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Copy move forgery detection using fusion of zernike and dct

Majid, Gelareh and Sulong, Ghazali (2015) Copy move forgery detection using fusion of zernike and dct. International Journal Of Applied Engineering Research, 10 (14). pp. 34256-34361. ISSN 0973-1768

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Abstract

Image forgery is a kind of manipulation to conceal important and useful information. Between wide ranges of tampering techniques, copy-move forgery which includes copied area from another part of same image, is one of the frequently used techniques. Adding different type of attack such as noise and rotation are often involved to assimilate tampered image to original one. Thus, an improved technique is required to be developed for efficient and robust duplicated-block detection. The aim of this study is to improve detection accuracy under different kind of post-processing like noise and rotation. In order to achieve this goal, a detection method of copy-move forgery using the combination of discrete cosine transform (DCT) and Zernike moments for localization of duplicated regions is proposed. Since the magnitude of Zernike moments is algebraically invariant against rotation and DCT is insensitive to additive noise, the proposed method is therefore introduced by exploiting these advantages. Firstly, image is divided into blocks of 16x16 pixels. Secondly, for each block, both Zernike moments and also DCT coefficients are computed and sorted lexicographically. Thirdly, for each type of feature (Zernike moments and DCT Coefficients), each pair of blocks is compared to find a possible matching according to a predetermined threshold value. The proposed method is evaluated on ten forged images of MICC-F220 standard dataset. Simulation results demonstrated that precision rate of proposed method under rotation and noise attack was above 75% beside, because of upward trend of True Positive, recall rate of proposed method exceeded 90%.

Item Type:Article
Uncontrolled Keywords:discrete cosine transform coefficients quantization, image integrity, region duplication detection
Subjects:Q Science > QA Mathematics > QA76 Computer software
Divisions:Computing
ID Code:58168
Deposited By: Haliza Zainal
Deposited On:04 Dec 2016 04:07
Last Modified:07 Sep 2021 05:14

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