Digital Watermark Detection Method Based on Multi-parameter Weibull Statistical Modeling
A statistical modeling and digital watermarking technology, applied in transmission systems, speech analysis, instruments, etc., can solve problems such as insufficient proof of transform domain optimality, large influence of watermark embedding strength, and no in-depth analysis of distribution models.
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[0054] The method agreement of the present invention: I refers to host audio; W represents binary watermark sequence; L 1 Indicates the length of each audio segment, L 1 =N × K, N is the watermark number of digits, and K is a fixed value; M represents the number of coefficients used to embed the watermark; I w Represents watermarked audio; LOD represents a locally optimal detector;
[0055] The watermark is embedded as Figure 4As shown, follow the steps below:
[0056] a.Initial settings
[0057] Get host audio I and initialize variables;
[0058] b watermark embedding
[0059] b.1 Carry out segmentation processing on I;
[0060] b.2 The host audio I performs two-level non-subsampling wavelet transform (SWT) to obtain one low-frequency sub-band L and two high-frequency sub-bands HH1 and HH2;
[0061] b.3 Select the maximum energy sub-band HH2, and the coefficient is expressed as
[0062] b.4 For HH2, select the first N SWT coefficients with large local energy as imp...
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