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一个椭圆曲线多标量乘算法

An Algorithm of Elliptic Curve Multiple Scalar Multiplication
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摘要 提出一种基于MOF(Mutual Opposite Form)的interleaving多标量乘算法,该算法在计算速度上明显快于基本inter-leaving方法,在计算速度和预存储方面和基于ωNAF(non-adjacent form)的interleaving方法相当,但MOF编码可从左到右实现,故编码和主计算可以合并,从而节省标量编码的存储空间,因此更适合于内存受限的设备上使用。 Presents a new interleaving multiple scalar multiplication algorithm based on Mutual Opposite Form, which is much faster than basic interleaving method in computing performance. This algorithm is the same as ωNAF method in computing performance and precomputation tables,but a left - to - right MOF recording scheme can be available. So the recording and evaluation stage can be merged. This saves the storage of the recoded scalar and is therefore preferable on memory - constraint devices.
出处 《微机发展》 2005年第10期90-92,102,共4页 Microcomputer Development
基金 安徽省教育厅自然科学研究项目(2002kj198)
关键词 多标量乘 interleaving方法 MOF方法 ωNAF方法 multiple .scalar multiplication interleaving scheme mutual opposite {oma scheme~ non - adjacent form scheme
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  • 1Hankerson D,Hernandez J L,Menezes A.Software Implementation of Elliptic Curve Cryptography Over Binary Fields[A].Lecture Notes In Computer Science, Vol.1965 Proceedings of the Second International Workshop on Cryptographic Hardware and Embedded Systems[C].[s.l.] :Springer - Verlag,2000.1 - 24. 被引量:1
  • 2Okeya K, Schmidt - Samoa K, Spahn C, et al.Signed binary representations revisited[A].In Advances in CryptographyCRYPTO 2004, volume 3152 of Lecture Notes in Computer Science[C].[s.l.] :Springer- Verlag,2004.123 - 139. 被引量:1
  • 3Schmidt - Samoa K,Semay O,Takagi T.Analysis of Some Efficient Window Methods and their Application to Elliptic Curve Cryptosystems Technical.Report No.TI - 3/04, 16.08.2004.URL [ EB/OL ].http:∥www.informatik.tu -darmstadt.de/ftp/pub/TI/TR/TI - 04 - 03.realfinal.ps.gz.2004. 被引量:1
  • 4Moeller B.Improved Techniques for Fast Exponentiation[ A].Information Security and Cryptology - ICISC 2002.LNCS 2587[ C].[s.l.] :Springer- Verlag,2003.298 - 312. 被引量:1
  • 5Moeller B.Algorithms for Multi- exponentiation[ A].Selected Areas in Cryptography - SAC 2001.LNCS 2259[C].[s.l.]:Springer - Verlag, 2001.165 - 180. 被引量:1
  • 6Avanzi R M.On multi - exponentiation in cryptography.2002.10 for the advanced Research on Elliptic and Hyperelliptic Curve Cryptography Project.URL [ EB/OL ].http:∥www.arehcc.com/download/exporev.pdf,2002 - 10. 被引量:1

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