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  4. Robust Scaling-Based Image Watermarking Using Maximum-Likelihood Decoder With Optimum Strength Factor
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Category: MTech DSP Projects
By MTech Projects
MTech Projects
26.Jun
Hits: 70

Robust Scaling-Based Image Watermarking Using Maximum-Likelihood Decoder With Optimum Strength Factor

ABSTRACT:

In this paper, a new scaling-based image-adaptive watermarking system has been presented, which exploits human visual model for adapting the watermark data to local properties of the host image. Its improved robustness is due to embedding in the low-frequency wavelet coefficients and optimal control of its strengthfactor from HVS point of view. Maximum likelihood (ML) decoder is used aided by the channel side information. The performance of the proposed scheme is analytically calculated and verified by simulation. Experimental results confirm the imperceptibility of the proposed method and its higher robustness against attacks compared to alternative watermarking methods in the literature.

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  • Adaptive Bilateral Filter for Sharpness Enhancement and Noise Removal
  • Super Nested Arrays: Linear Sparse Arrays with Reduced Mutual Coupling – Part I: Fundamentals - 2016
  • DWT-SVD based Dual Watermarking Scheme
  • Large-Dimensional Behavior of Regularized Maronna's M-Estimators of Covariance Matrices - 2018
  • QoS-Based Linear Transceiver Optimization for Full-Duplex Multiuser Communications - 2018
  • Efficient Wideband DOA Estimation Through Function Evaluation Techniques - 2018
  • Beyond Massive MIMO: The Potential of Data Transmission With Large Intelligent Surfaces - 2018
  • Space Time MUSIC: Consistent Signal Subspace Estimation for Wideband Sensor Arrays - 2018
  • Flexible Multi-layer Sparse Approximations of Matrices and Applications - 2016
  • Development of EMD-based de-noising methods inspired by wavelet thresholding
Previous article: An Automatic Wavelet-based Nonlinear ImageEnhancement Technique for Aerial Imagery An Automatic Wavelet-based Nonlinear ImageEnhancement Technique for Aerial Imagery Next article: Audio Compression Using a Munich and Cambridge Morlet Wavelet Audio Compression Using a Munich and Cambridge Morlet Wavelet
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