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4
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Koblitz曲线上的窗口标量乘算法.pdf
- Koblitz曲线上的窗口标量乘算法Koblitz曲线上的窗口标量乘算法Koblitz曲线上的窗口标量乘算法
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一种基于Koblitz曲线的加速标量乘计算的椭圆曲线加解密方法和系统.pdf
- 一种基于Koblitz曲线的加速标量乘计算的椭圆曲线加解密方法和系统一种基于Koblitz曲线的加速标量乘计算的椭圆曲线加解密方法和系统一种基于Koblitz曲线的加速标量乘计算的椭圆曲线加解密方法和系统
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42
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koblitz曲线上抵御边信道攻击的有效算法.pdf
- koblitz曲线上抵御边信道攻击的有效算法
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基于koblitz椭圆曲线的公钥密码体制实现技术研究.pdf
- 基于koblitz椭圆曲线的公钥密码体制实现技术研究
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63
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koblitz´s conjecture for the drinfeld module.pdf
- koblitz´s conjecture for the drinfeld module
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Efficient Arithmetic on Koblitz Curves.pdf
- Efficient Arithmetic on Koblitz Curves
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1篇相似文档
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Another Look at Security Definitions (Neal Koblitz and Alfred Menezes ).pdf
- Another Look at Security Definitions （Neal Koblitz and Alfred Menezes ）Another Look at Security Definitions （Neal Koblitz and Alfred Menezes ）Another Look at Security Definitions （Neal Koblitz and Alfred Menezes ）
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FPGA implementation of point multiplication on koblitz curves….pdf
- FPGA implementation of point multiplication on koblitz curves…
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KOBLITZ曲线上抵御边信道攻击的有效算法.pdf
- KOBLITZ曲线上抵御边信道攻击的有效算法
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201402.1865v1 Some properties of τ-adic expansions on hyperelliptic Koblitz curves.pdf
- This paper explores two techniques on a family of hyperelliptic curves that have been proposed to accelerate computation of scalar multiplication for hyperelliptic curve cryptosystems. In elliptic curve cryptosystems, it is known that Koblitz curves admit fast scalar multiplication, namely, the τ -adic non-adjacent form (τ -NAF). It is shown that the τ -NAF has the three properties: (1) existence, (2) uniqueness, and (3) minimality of the Hamming weight. These properties are not only of intrinsic mathematical interest, but also desirable in some cryptographic applications. On the other hand, Günther, Lange, and Stein have proposed two generalizations of τ -NAF for a family of hyperelliptic curves, called \emph{hyperelliptic Koblitz curves}. However, to our knowledge, it is not known whether the three properties are true or not. We provide an answer to the question. Our investigation shows that the first one has only the existence and the second
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向豆丁求助：有没有Koblitz?
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