A new multi-proxy signature from bilinear pairings.
一种新的多重代理签名方案。
The signature from bilinear pairings is based on access structure;
以双线性对为工具，构造了一种群签名。
This paper proposes an identity-based proxy signcryption scheme from bilinear pairings.
该文应用双线性对提出一个基于身份的代理签密方案。
Group signature technology from bilinear pairings can be applied in constructing electronic cash.
基于双线性对的群签名技术可用于构造电子货币。
In this paper, an efficient self-certified public key signature scheme was proposed by using bilinear pairings.
为此使用双线性对，构造了一种高效的自认证公钥签名方案。
This paper mainly does some research in applications of constructing new cryptographic protocols with bilinear pairings.
本文主要研究双线性配对函数在构造新的密码协议方面的应用。
In this paper, based on bilinear pairings, a new efficient identity-based universal designated multi-verifiers signature.
论文基于双线性对提出一种新的基于身份的广义指定多个验证者签名方案。
In this paper, we describe a forward-secure signature scheme from a paring-based short signature scheme using bilinear pairings.
本文在一个基于双线性配对函数的签名方案的基础上构造了一个前向安全签名方案。
In this paper, we construct a new certificateless undeniable signature by using bilinear pairings and zero-knowledge proof protocol.
本文用双线性对和零知识证明协议，构造了一种新的无证书不可否认签名方案。
We proposed a series of signcryption, proxy signature, proxy signcryption, multi-proxy signature scheme etc. from bilinear pairings.
由于双线性对在密码学中的广泛应用，已提出了许多基于双线性对密码体制。
In this paper, we construct a new certificate less undeniable signature by using bilinear pairings and zero-knowledge proof protocol.
本文用双线性对和零知识证明协议，构造了一种新的无证书不可否认签名方案。
In this paper, we propose an ID-based designated confirmer signature scheme based on the bilinear pairings, and analyze its security.
利用椭圆曲线上的双线性对，构造基于身份的指定确认者签名方案，并对其安全性进行了分析。
Taking advantage of the characteristics of bilinear pairings, an identity-based convertible limited verifier signature scheme is proposed.
利用双线性映射的特性，提出一个基于身份的可转化限制验证者签名方案。
This paper proposes a forward secure digital signature scheme based on bilinear pairings. It divides signature course into several periods.
在已有的概率签名方案的基础上提出了一种基于双线性映射的具有前向安全的概率签名方案。
This paper proposes an improved multi-proxy signature scheme. The improved scheme is constructed from bilinear pairings using BLS short signatures.
利用BLS短签名构建了一种改进的基于双线性映射的多重代理签名方案。
A dynamic threshold signature scheme from bilinear pairings was presented to solve the problem in the available dynamic threshold signature scheme.
针对现有动态门限签名方案存在的不足，提出了一个基于双线性对的动态门限签名方案。
The basic construction of ID-based signature is summarized. We introduce an ID-based signature scheme from bilinear pairings and discuss its efficiency.
给出了基于身份的签名方案的基本组成，介绍了一个基于双线性对的基于身份的签名方案，对方案的效率进行了分析。
In this paper, we propose a new ring signature and a new proxy ring signature, which are based on bilinear pairings. Also, we analysis the security of new schemes.
文章提出了一种新的环签名方案和代理环签名方案，都是基于双线性对的，并分析了新方案的安全性。
Finally, a Signcryption Scheme based on Bilinear Pairings is designed according to the Bilinear Pairings of elliptic curve, and put into use in security Email system.
最后，在上述研究基础上，结合椭圆曲线的双线性对，设计了一个基于身份的签密方案，并将其应用于安全电子邮件系统中。
By integrating the concepts of self-certified public key and signcryption, a secure and efficient self-certified signcryption scheme from bilinear pairings is proposed.
综合自认证公钥体制和签密思想，使用双线性对提出一个安全高效的自认证签密方案。
Through the security analysis of two forward secure proxy signature schemes based on bilinear pairings, it finds the schemes having security omission and no forward security.
对两个基于双线性对的前向安全的代理签名方案进行了安全性分析，发现其方案均存在安全漏洞，并不具有前向安全性。
Through the cryptanalysis of a new threshold proxy signature scheme based on bilinear pairings, it is found that the scheme cant resist forgery attack and public-key substitute attack.
给出了对一个已有的高效无证书签名方案的替换公钥攻击，表明了在该方案中，攻击者可以通过替换签名者公钥伪造签名；进而针对该攻击提出了改进方案。
A new fair electronic cash scheme based on the idea of marking is proposed to prevent blackmailing which is based on the group signature technology of bilinear pairings over elliptic curves.
利用椭圆曲线上双线性对的群签名技术，提出一种新的基于标记思想的阻止勒索犯罪的公平电子货币方案。
A new fair electronic cash scheme based on the idea of marking is proposed to prevent blackmailing which is based on the group signature technology of bilinear pairings over elliptic curves.
利用椭圆曲线上双线性对的群签名技术，提出一种新的基于标记思想的阻止勒索犯罪的公平电子货币方案。
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