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智能卡中实现ECC算法的关键问题的研究

Research of Implement ECC Algonthm in Smart Card
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摘要 主要讨论在智能卡中实现ECC(Ellipdc Curve Cryptography)算法的关键问题。ECC算法具有密钥长度短、安全性高、计算效率高等优点,但是ECC算法的实现本身面临着许多问题。同时考虑到智能卡相当于一台微型的计算机。它拥有自己的CPU、存储器和卡内操作系统COS(Chip Operation System)。但是在计算能力和存储空间有限的智能卡上实现ECC算法能否取得较好的效果。最后通过对多种实验基础的分析结果上提出了在非接触式智能卡上实现ECC算法的可用性。 How to implement ECC algorithm in smart card is mainly discussed in this paper.ECC algorithm has some excellences like short key,high security and high efficiency,on the other hand it also faces many questions.At the same time,smart card corresponds to a micro processor having CPU,memorizer and COS.But actualizing ECC arithmetic in smart card which has finite computation ability and memorizer space also exists lots of questions to resolve.At last feasibility of How to implement ECC arithmetic in contactless smart card is given based on analysing lots of experiment results.
出处 《电脑知识与技术》 2006年第7期136-137,共2页 Computer Knowledge and Technology
关键词 椭圆曲线 加密算法 智能卡 非接触式智能卡 elliptic curve cryptography algorithm smart card contactless smart card
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  • 1Darrel Hankerson, etc., Software Implementation of Elliptic Curve Cryptography Over Binary Fields.
  • 2Julio Lopez and Ricardo Dahab, Improved Algorithms for Elliptic Curve Arithmetic in GF(2n), October 30,1998.
  • 3Adam D. Woodbury, etc., Elliptic Curve Cryptography On Smart Cards Without Coprocessor,The Fourth Smart Card Research and Advanced Applications Conference, September 20 - 22,2000.
  • 4Toshio HASEGAWA,etc. ,A Small and Fast Software Implementation of Elliptic Curve Cryptosystems over GF(p) on a 16- bit Microcomputer, IEICE TRANS FUNDAMENTALS,Vol. E 82 - A,No. 1 ,January 1999.
  • 5M. Brown, D. Hankerson, etc., Software Implementation of the NIST Elliptic Curves Over Prime Fields,Technical Report corr2000- .56, Dept. of C&0,University of Waterloo,2000 Vol. E82A,98 - 106,1999.
  • 6Jeerome A. Solinas, Some Computational Speed ups and Bandwidth Improvements for Curves over Prime Fields. Eccol.
  • 7Eric De Win,etc. ,On the Performance of Signature Schemes based on the Elliptic Curves.
  • 8Volker Muller, Fast Multiplication on Elliptic Curves over small Fields of characteristic Two.
  • 9Jerome A. Solinas, Low - Weight Binary Representation for Paris of Integers.
  • 10Julio Lopez, Ricardo Dahab, Performance of Elliptic Curve Cryptosystems.May 22,2000.

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