另外，该体制基于双线性映射，具有短签名的优点。
Moreover, the new scheme is from bilinear pairing, thus it has the advantages which short signatures have.
使用双线性映射工具，提出基于双线性对的门限签名方案。
A threshold signature scheme based on the bilinear mapping tool was 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。
Taking advantage of the characteristics of bilinear pairings, an identity-based convertible limited verifier signature scheme is proposed.
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。
This paper proposes an improved multi-proxy signature scheme. The improved scheme is constructed from bilinear pairings using BLS short signatures.
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 a forward secure digital signature scheme based on bilinear pairings. It divides signature course into several periods.
为了解决数字版权保护中的用户密钥泄漏问题，提出了一种基于双线性映射的叛逆者追踪方案。
A new efficient traitor tracing scheme using bilinear mapping is presented in order to solve the user-key leaking problem in digital right management.
为了解决数字版权保护中的用户密钥泄漏问题，提出了一种基于双线性映射的叛逆者追踪方案。
Based on digital watermarking and applied cryptology, an authentication scheme for copyright protection of digital product is proposed.
利用椭圆曲线上的双线性映射的特性，提出了一个新的基于身份体制的安全有效的认证加密方案。
A new efficient ID-based authenticated encryption scheme is proposed, in which some characteristics of bilinear map are used.
利用一个基于分层身份思想和双线性映射的群签名，提出了一个新的安全高效的密封式电子拍卖方案。
With the help of a group signature based on Hierarchical Identity-Based signature (HIBS) and bilinear map, a new secure and efficient sealed-bid electronic auction scheme was presented.
根据MOV归约理论，采用双线性映射构造的基于身份加密方案使得该方案不具有椭圆曲线高效的优点。
According to the MOV reduction theory, the identity-based encryption scheme which is based on the bilinear map will lose the high efficiency of elliptic curve.
随着对双线性映射的研究和应用，人们发现使用双线性映射可以有效简化传统的基于“证书”密钥管理和密钥分发技术。
Along with bilinear map of research and application, people found using bilinear map can effectively simplified traditional "certificate" based key management and key distribution technology.
接着对矩阵代数m_3 (C)的子代数上的2 -上循环进行了等价刻画，得到了其上的双线性映射是2 -上循环的充要条件。
Subsequently, we character and study the 2-cocycles on a subalgebra of the algebra M3 (c) and obtain the necessary and sufficient conditions that a bilinear mapping is a 2-cocycle on this algebra.
接着对矩阵代数m_3 (C)的子代数上的2 -上循环进行了等价刻画，得到了其上的双线性映射是2 -上循环的充要条件。
Subsequently, we character and study the 2-cocycles on a subalgebra of the algebra M3 (c) and obtain the necessary and sufficient conditions that a bilinear mapping is a 2-cocycle on this algebra.
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