1) quantum one-way function
量子单向函数
2) two-variable one-way function
双变量单向函数
1.
A new(t,n) threshold multi-stage secret sharing scheme is proposed,which based on two-variable one-way function.
提出了一个新的多级秘密(t,n)门限多级秘密共享方案,该方案基于双变量单向函数,克服了He和Harn方案的不足。
3) two variable one-way function
双变量单向函数
1.
A new multiple secrets sharing scheme,based on the intractability of the discrete logarithm and two variable one-way function and Hermite interpolation polynomial is presented,in which the participants\' shadows remain secret and can be reused,and those multiple secrets can be recovered at the same time.
利用离散对数计算的困难性、双变量单向函数的隐蔽性以及Hermite插值多项式,获得了一个门限可验证多秘密分享方案,具有子秘密可重复使用、子秘密可离线验证、多个主秘密可以同时被重构等特点。
2.
An efficient new verifiable multi-secret sharing scheme based on two variable one-way function and Hermite interpolation polynomial and discrete logarithm problem is presented.
利用双变量单向函数的隐蔽性、离散对数问题的难解性,基于Hermite插值多项式提出了一个新的可验证多秘密共享方案以共享p个主秘密,该方案具有效率高、子秘密可重复使用、多个主秘密能同时被重构、可验证等特点。
4) single wave function
量子单波函数
5) one-way function
单向函数
1.
A new group key management scheme based on keys tree, XOR operation and one-way function;
一种新的基于密钥树、XOR操作及单向函数的组密钥管理方案(英文)
2.
ERP id verification system constructed by one-way function;
利用单向函数构造的ERP身份验证机制
3.
Action of one-way function in public-key authentication protocols;
单向函数在公钥认证协议中的作用
6) one way function
单向函数
1.
It requires the encryption function be one way, that can be call the difficulty of solution contraries, this article making analysing one way function public key system and RSA cipher the base discusses public key and how to make using it to communcation safely and signature at the same into the truth.
本文在分析单向函数,公钥系统和RSA密码的基础上,论述了公钥同时用于进行安全通信与签名的组合方法的实
2.
The paper seeks to efficiently work out a kind of one way functions with good pseudorandom property.
针对求解一类具有良好伪随机性的单向函数，利用ＴＭＰ权衡技术，提出了一种新型的迭代算法。
3.
This paper gives a secure sealed bid auction scheme using only a one way function.
本文利用单向函数z=xymodn给出了一个实现密封式电子拍卖的方案 。
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条