Efficient error checking and private key amplification method for continuous variable quantum key distribution
A quantum key distribution and error checking technology, which is applied in the field of continuous variable quantum key distribution, can solve the problems of slow running speed, high system complexity, and many times of communication, so as to improve processing speed, improve execution efficiency, reduce The effect of postprocessing complexity
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[0022] The specific implementation of the method will be described in detail below in conjunction with the accompanying drawings.
[0023] First, calculate the final output length according to the maximum tolerable error probability set by the system and the security code rate estimated by the system. On this basis, a general hash function is constructed. Then it acts on the data after the error correction judgment is successful to get the output result.
[0024] Suppose the maximum tolerable error probability of the system is e, the security code rate of the system is k, the data length after error correction is n, the security key length is l=n×k, the number of error check output bits is m, and the data after error correction is a, the constructed general hash function is H, and the relationship between e and m is determined by the selected general hash function. For example, when the Toeplitz matrix is selected, it satisfies the following relationship:
[0025]
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