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1.A Fast Method for Scalar Multiplication on Elliptic Curves
一种快速的椭圆曲线标量乘方法收藏指正
2.Research on Fast Algorithm of Scalar Multiplication in Elliptic Curve Cryptography
椭圆曲线密码体系中标量乘的快速算法研究收藏指正
3.In this paper, it applies the technique of Artificial Neural Network to classify the EM signals from the scalar multiplication in ECC, and gets the secret parameter in scalar multiplication successfully.
文章针对椭圆曲线密码系统中的标量乘法运算时发射的电磁信号,运用人工神经网络技术进行分类判别,从而获取标量乘法中的秘密参量。收藏指正
4.Finally, a totally new multiplication algorithms in finite field GF(2~n), which is designed according to the sliding-window algorithms used in scalar multiplication in ECC.
本文将原本应用在椭圆曲线标量乘运算中的滑动窗口算法应用到有限域GF(2~n)上的乘法运算中,提出了一种有限域GF(2~n)上乘法运算的新算法。收藏指正
5.In this new protocol, the authentication code of the its initiator depend on the shared long term key, but the authentication code of the its responder relies on session key, and the session key is a hashed value of concatenation of the long-term shared key, the scalar multiplication of the long-term private key and ephemeral public key, and the scalar multiplication of the private key and long-term public key, which ensure that the protocol resists key-compromise impersonation.
在新协议中,协议起始方的认证码依赖于长期共享密钥,但协议的应答方的认证码依赖于会话密钥,且会话密钥是由长期共享密钥、长期私钥与临时公钥的积和临时私钥与长期公钥的积三部分串起来的哈希值,这就保证它具有密钥泄漏的安全性。收藏指正
6.The main place of innovation of this paper is to grasp the advantage of different algorithms, from different angles and levels improve modular exponentiation algorithm and scalar multiplication algorithm, and achieve new algorithm which can provide reference to the implementation of RSA and ECC,meantime the new algorithm have greater practical value.
本文的创新点在于综合各种算法在不同方面的优势,从不同角度和不同层次去改进模幂算法和标量乘算法,得到的新算法可供在实现RSA和椭圆曲线密码体制时参考,具有较大的实用价值。收藏指正
7.When a message is encrypted in (H)ECC, there will be a large amount of message expansion. Due to this fact, (H)ECC is often applied in Diffie-Hellman key agreement protocols and digital signature schemes, though ECC encrypting cards have appeared but only devised for some special kind of small data area. In the application of hyperelliptic curve cryptosystems, the key operation is divisor scalar multiplication.
由于使用(超)椭圆曲线密码体制来加密信息会有较大信息量的扩展,虽然已研发出ECC加密卡,但也只是针对特定范围的小数据量而设计的,所以一般利用(超)椭圆曲线密码体制来实现密钥交换及数字签名的功能,即相应的(超)椭圆曲线数字签名体制及(超)椭圆曲线Diffie-Hellman密钥交换协议。收藏指正
8.The simplest approach is to only permit multiplication and division by scalar numbers.
最简单的办法是我们只允许对标量数字进行乘法和除法运算。收藏指正
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