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QUANTUM SIGNATURE METHOD AND QUANTUM SECRET SHARING METHOD USING QUANTUM TRAPDOOR ONE-WAY FUNCTION

机译:使用量子陷阱单向函数的量子签名方法和量子秘密共享方法

摘要

This specification discloses a quantum public-key cryptosystem. The quantum public-key cryptosystem may use two rotation operators R{circumflex over (n)}(θ) and R{circumflex over (m)}(φ) satisfying a cyclic evolution. The two rotation operators R{circumflex over (n)}(θ) and R{circumflex over (m)}(φ) do not have a commutation relation or an anti-commutation relation with each other. The commutation relation or the anti-commutation relation is established when either of the following conditions is satisfied: θ=2iπ, φ=2jπ, or {circumflex over (n)}·{circumflex over (m)}=1 (i, j=integer), and θ=(2k+1)π, φ=(2l+1)π, or {circumflex over (n)}·{circumflex over (m)}=0 (k, l=integer).
机译:该说明书公开了一种量子公共密钥密码系统。量子公钥密码系统可以使用两个满足以下条件的旋转运算符R {θ}和R {sub>(φ)循环演化。两个旋转算子R {circumflex over(n)} (θ)和R {circumflex over(m)} (φ)没有换向关系或反换向关系。当满足以下条件之一时,建立换向关系或反换向关系:θ=2iπ,φ=2jπ,或{n(n)}·{m(m)} = 1(i,j =整数),并且θ=(2k + 1)π,φ=(2l + 1)π或{n}·{m} = 0(k,l =整数)。

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