A new quantum electronic contract signing method
An electronic contract and quantum technology, applied in the field of information security, can solve problems such as security and implementation difficulties, no commitment to the contract at this time, fair and honest participants cannot be determined, etc.
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Embodiment 1
[0027] Assume that the quantum states sent by TTP to A and B during the initialization phase are: but At the same time, let the contract C 1 , identification code PIN 1 , time limit t 1 and other agreed information m 1 The hash value of h(C 1 , PIN 1 ,t 1 ,m 1 ) = h 1 ||h 2 =0||1.
[0028] ①A selects Accept-basis to measure the quantum state That is, use the Z base to measure, and the measurement result send to B.
[0029] ②B receives it within time t later, found the first bit of h 1 Same, B further verified and found Then B measures with Accept-basis That is, also use the Z base measurement, and the measurement results Send to A.
[0030] ③A receives it within time t later, found the first bit of h 1 The same, A further verification found that Then A is then measured with Accept-basis That is to measure with the X basis, at this time due to the X basis and the quantum state do not match, A will measure the result as 10 or 11 with the ...
Embodiment 2
[0035] Assume that the quantum states sent by TTP to A and B during the initialization phase are: but At the same time, let the contract C 1 , identification code PIN 1 , time limit t 1 and other agreed information m 1 The hash value of h(C 1 , PIN 1 ,t 1 ,m 1 ) = h 1 ||h 2 =0||1.
[0036] ①A selects Accept-basis to measure the quantum state That is, use the Z base to measure, and the measurement result send to B.
[0037] ② Assume that B has not received it within time t Then B immediately contacts TTP for arbitration.
[0038] ③TTP according to the probability distribution Determine the value If B wants to invalidate the contract, B uses Reject-basis to measure all quantum states Instantly measure with X base (Because the measurement basis does not match the quantum state, 10 or 11 will be obtained with a probability of 0.5 respectively), measured with the Z basis and measure the results or (11,00) to TTP. If A also wants to invalidate the c...
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Abstract
Description
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Application Information
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