1) bijectivity
双射性
2) linear bijective mapping
线性双射
1.
Aim Let A and B be unital algebras with involution,Φ: A→ B is a linear
bijective mapping.
目的设A和B是含单位元的*-代数,Φ:A→B是线性双射。
3) birefringent property
双折射性能
4) negative birefringence
负性双折射
5) bilinear pairings
双线性映射
1.
A forward secure secret sharing-multisignature scheme using bilinear pairings
based on the strong-RSA assumption is proposed.
基于强RSA假设,利用双线性映射的性质,提出了一种具有前向安全特性的秘密共享-多重签名方案,并对方案的安全性进行了分析。
2.
The security of the Li-Zhang s ID-based proxy blind signature scheme from
bilinear pairings was analyzed, and it was found that this scheme did not
possess the unforgeability property.
通过对Li-
Zhang基于双线性映射的基于身份的代理盲签名方案的分析,指出该方案并不满足不可伪造性,原始签名人可以伪造一个有效的代理盲签名,代理签名人可以滥用代理签名权,同时当签名被用户泄露后,代理签名人能将自己在签名协议中的签名和签名的消息联系起来,这就是所谓的可追踪性。
3.
This paper describes a protocol using bilinear pairings,which enables trust
relationships to be formed between Agent platforms,and involves no trusted
third party.
描述一种使用双线性映射的Agent鉴别协议,它能在Agent平台间建立信任关系,在ad-hoc模式下不需要使用信任第三方。
6) linear birefringence
线性双折射
1.
Influence of wavelength accumulation of linear birefringence on an optical
current sensor;
线性双折射的波长积累效应对OCS的影响
2.
Theoretical analysis of the effects of linear birefringence on the output of a
Faraday mirror-typed optical current transformer;
线性双折射对法拉第镜式光学电流互感器输出影响的理论分析
3.
Theoretical analysis of the effect of the temperature features of linear
birefringence on the performance of an optic-glass current sensor;
线性双折射温度特性对光学电流互感器影响的理论分析
补充资料:惜别行送刘仆射判官(仆射乃其主将刘乃仆射
【诗文】:
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【注释】:
【出处】:
全唐诗:卷234_12