Construction method of quantum logic circuit for aiming at multiplication operation in encryption technology field
A technology of quantum logic and multiplication, which is applied in the field of quantum information science, can solve problems such as threats to the security of cryptographic equipment, only one loophole, and large security risks, and achieve excellent encryption effects, prevent attacks, and reduce possibilities.
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[0044] The present invention relates to a specific implementation of a quantum logic circuit construction method for multiplication in the field of encryption technology, including the following steps:
[0045] 1. First construct the basic circuit module: use the basic control NOT gate and exchange gate in the quantum logic circuit as the construction gate library of the basic module circuit, and the basic module structure:
[0046] The basic control NOT gate and exchange gate in the quantum logic circuit are used as the construction gate library of the basic circuit. Most of the operations in the encryption algorithm are based on the Galois field. Among them, addition and multiplication are the most common operations. The addition is the XOR of two numbers, which can be completed by using the quantum basic gate to control the NOT gate. The output of the target bit is the result of the mutual XOR of the data. Since it is based on GF(2 8 ), so the basic circuit uses 8 quantum w...
Embodiment 1
[0058] Embodiment 1: Let D min =14, 14 is carried out modulo 2 to get the remainder, and is transformed into 8 binary numbers, and the weight coefficient expansion formula corresponding to this binary number is given to get 14=2 3 +2 2 +2 1 , scan one at a time from the one with the smaller coefficient, D first max ×2 1 , add a U device, then the data at i is D max ×2 1 , continue to scan, detect the plus sign, add a control NOT gate for XOR operation, and the result at ii is still D max ×2 1 , the result at iii changed from 0 to D at this time max ×2 1 , continue to scan, and found 2 2 , add a U device again, according to this method, scan in turn until the highest coefficient item is scanned, the result at iV is D max ×2 2 , the result at V is D max ×2 2 +D max ×2 1 , the result at Vi is D max ×2 3 , and finally through a control NOT gate to complete the XOR operation of each part, the result at Vii is D max ×2 3 +D max ×2 2 +D max ×2 1 , the final res...
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