Hamming-code-based quantum image watermarking method
A quantum image and Hamming code technology, applied in image data processing, image data processing, instruments, etc., can solve the problems of large amount of calculation, difficult operation of quantum gates, low computational complexity, etc., achieving good robustness and complete realization. The effect of stability and accuracy, low computational complexity
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Embodiment 1
[0100] Please refer to Figure 4 and Figure 5 , Embodiment 1 of the present invention is:
[0101] see Figure 4 , the original watermark image containing "Copyright" font is clear;
[0102] see Figure 5 , the original watermark image containing "Copyright" font is encoded by Hamming code, and the encoded watermark image is blurred, which shows that the error correction encoding of the original watermark image by Hamming code is more effective.
Embodiment 2
[0104] 1. When the original watermark image is encoded with Hamming code for error correction:
[0105] Assuming that the information bit sequence of the original watermark image is a vector A of 1×4, it is divided into one group, and the code length is 4. Use (7,4) Hamming code for error correction coding on vector A, then the code length of Hamming code is 7, and the code length of each group of error correction codes is 3. The bit sequence after encoding the vector A is a 1×7 vector C, and the generator matrix of (7,4) Hamming code is G, then
[0106] A·G=C,
[0107] Among them, "·" represents the matrix multiplication operation, and
[0108] G = 1 0 0 0 1 0 1 ...
Embodiment 3
[0115] Please refer to Figure 6 to Figure 10 , the third embodiment of the present invention is:
[0116] see Image 6 , assuming that the size of the original quantum carrier image is 2 2 ×2 2 , namely m=2, n=2, then
[0117] The horizontal coordinates of the original quantum carrier image are |x>=|x 1 x 0 >
[0118] The vertical coordinate of the original quantum carrier image is |y>=|y 1 the y 0 >
[0119] The original watermark image is a 1×4 vector W, and the encoded watermark image is a 1×7 vector W’;
[0120] If i=2, and x 2 = 1,y 2 = 2, the auxiliary qubit is Z 2 , then at this time
[0121] The corresponding encoded watermark image information is W 2 ';
[0122] The embedding position of the corresponding original quantum carrier image is M 1,2 , namely x 1 =0,x 0 = 1,y 1 = 1,y 0 = 0;
[0123] 1. W in the encoded watermark image information 2 ’ Embedding position M of embedding the original quantum carrier image 1,2 When the least significant d...
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