Improved prediction error expansion and mirroring embedded samples for enhancing reversible audio data hiding

被引:0
|
作者
Samudra, Yoga [1 ]
Ahmad, Tohari [1 ]
机构
[1] Inst Teknol Sepuluh Nopember, Dept Informat, Surabaya, Indonesia
关键词
Audio processing; Data protection; Data hiding; Infrastructure; Information security; IMAGE STEGANOGRAPHY; ENCRYPTED IMAGES; FRAMEWORK; SCHEME; DOMAIN;
D O I
10.1016/j.heliyon.2021.e08381
中图分类号
O [数理科学和化学]; P [天文学、地球科学]; Q [生物科学]; N [自然科学总论];
学科分类号
07 ; 0710 ; 09 ;
摘要
Many applications work by processing either small or big data, including sensitive and confidential ones, through computer networks like cloud computing. However, many systems are public and may not provide enough security mechanisms. Meanwhile, once the data are compromised, the security and privacy of the users will suffer from serious problems. Therefore, security protection is much required in various aspects, and one of how it is done is by embedding the data (payload) in another form of data (cover) such as audio. However, the existing methods do not provide enough space to accommodate the payload, so bigger data can not be taken; the quality of the respective generated data is relatively low, making it much different from its corresponding cover. This research works on these problems by improving a prediction error expansion-based algorithm and designing a mirroring embedded sample scheme. Here, a processed audio sample is forced to be as close as possible to the original one. The experimental results show that this proposed method produces a higher quality of stego data considering the size of the payloads. It achieves more than 100 dB, which is higher than that of the compared algorithms. Additionally, this proposed method is reversible, which means that both the original payload and the audio cover can be fully reconstructed.
引用
收藏
页数:10
相关论文
共 50 条
  • [31] Reversible Data Hiding Based on Pixel-Value-Ordering and Prediction-Error Triplet Expansion
    Chi, Heng-Xiao
    Horng, Ji-Hwei
    Chang, Chin-Chen
    [J]. MATHEMATICS, 2021, 9 (14)
  • [32] Application of a generalized difference expansion based reversible audio data hiding algorithm
    Ka-Cheng Choi
    Chi-Man Pun
    C. L. Philip Chen
    [J]. Multimedia Tools and Applications, 2015, 74 : 1961 - 1982
  • [33] Prediction error expansion-based reversible data hiding in encrypted images with public key cryptosystem
    Shah, Mohsin
    Zhang, Weiming
    Hu, Honggang
    Dong, Xiaojuan
    Yu, Nenghai
    [J]. IET IMAGE PROCESSING, 2019, 13 (10) : 1705 - 1713
  • [34] Reversible Data Hiding for Encrypted Image Based on Interpolation Error Expansion
    Di, Fuqiang
    Zhang, Minqing
    Zhang, Yingnan
    Liu, Jia
    [J]. INTERNATIONAL JOURNAL OF MOBILE COMPUTING AND MULTIMEDIA COMMUNICATIONS, 2018, 9 (04) : 76 - 96
  • [35] Reversible data hiding scheme for high dynamic range images based on multiple prediction error expansion
    Bai, Yongqiang
    Jiang, Gangyi
    Zhu, Zhongjie
    Xu, Haiyong
    Song, Yang
    [J]. SIGNAL PROCESSING-IMAGE COMMUNICATION, 2021, 91
  • [36] Reversible Data Hiding Method for Interpolated Images Based on Modulo Operation and Prediction-Error Expansion
    Fan, Mengting
    Zhong, Siyao
    Xiong, Xiangguang
    [J]. IEEE ACCESS, 2023, 11 : 27290 - 27302
  • [37] Reversible data hiding using invariant pixel-value-ordering and prediction-error expansion
    Ou, Bo
    Li, Xiaolong
    Zhao, Yao
    Ni, Rongrong
    [J]. SIGNAL PROCESSING-IMAGE COMMUNICATION, 2014, 29 (07) : 760 - 772
  • [38] Reversible data hiding with segmented secrets and smoothed samples in various audio genres
    Tohari Ahmad
    Yoga Samudra
    [J]. Journal of Big Data, 7
  • [39] Reversible data hiding with segmented secrets and smoothed samples in various audio genres
    Ahmad, Tohari
    Samudra, Yoga
    [J]. JOURNAL OF BIG DATA, 2020, 7 (01)
  • [40] An adaptive prediction-error expansion oriented reversible information hiding scheme
    Qin, Chuan
    Chang, Chin-Chen
    Liao, Li-Ting
    [J]. PATTERN RECOGNITION LETTERS, 2012, 33 (16) : 2166 - 2172