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A signcryption scheme with Message Link Recovery

机译:使用消息链接恢复的签密方案

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For large amount of computation in elliptic curve cryptography, we combined with Message Linkage Recovery Based on Elliptic Curve and proposed a new signcryption scheme with message link recovery by signcryption equation as the breakthrough point. The signcryption equation of the new scheme was s=k-r-kA mod n and the corresponding verification was X=(s+r)G+PA, which correctness has been verified. The results of analyzed the efficiency of operation and the security of the improved scheme show that, it meets the safety requirements of digital signature scheme, at the same time, it reduces an operation of number multiplication in the process of signature and lowers the number of points multiplication. After, the new scheme was applied to the electronic evidence protection, which has the function of message recovery.
机译:为了在椭圆曲线密码学中进行大量计算,我们结合了基于椭圆曲线的消息链接恢复,并提出了一种新的签密方案,该方案以签密方程为突破口,实现了消息链接恢复。新方案的签密方程为s = k-r-kA mod n,相应的验证为X =(s + r)G + PA,已经验证了其正确性。分析操作效率和改进方案的安全性的结果表明,它满足数字签名方案的安全要求,同时,减少了签名过程中的数字乘法运算,减少了签名数。点乘法。之后,将新方案应用于具有证据恢复功能的电子证据保护。

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