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A New Method to Construct Secret Sharing Schemes Based on Linear Codes

A New Method to Construct Secret Sharing Schemes Based on Linear Codes
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出处 《Computer Technology and Application》 2015年第2期89-94,共6页 计算机技术与应用(英文版)
关键词 秘密共享方案 矩阵构造 线性码 秘密分享 信息安全 编码理论 奇偶校验 访问结构 Linear code, parity-check matrix, secret sharing scheme, minimal codeword, minimal access set.
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参考文献16

  • 1Ashikmin, A., Barg, A., and Cohen, G. 1995. "Variations on Minimal Codewords in Linear Codes." In Proc. Applied Algebra, Algebraic Algorithms and Error-Correcting Codes (A,4ECC 1995) (Lecture Notes in Computer Science). Berlin, Germany: Springer-Verlag, Vol. 948, 96-105.
  • 2Ashikmin, A., and Barg, A. Sep. 1998. "Minimal Vectors in Linear Codes." IEEE Trans. Inf. Theory 44 (5): 2010-%.
  • 3Blakley, G. R. Jun. 1979. "Safeguarding Cryptographic Keys." In Proe. 1979 National Computer Conf., New York, 313-7.
  • 4Ding, C., Kohel, D., and Ling, S. 2000. '~Secret Sharing with a Class of Ternary Codes." Theor. Comp. Sci. 246: 285-98.
  • 5Dougherty, S. T., Mesnager, S., and Sole, P. May 2008. "Secret Sharing Schemes Based on Self-dual Codes." Information Theory Workshop, ITW 08. IEEE, 338-42.
  • 6Hill, R. 1986. A First Course in Coding Theory. Oxford: Oxford University.
  • 7Kamin, E. D., Greene, J. W., and Hellman, M. E. Jan. 1983. "On Secret Sharing Systems." IEEE Trans. lnf Theory IT-29 (1): 35-41.
  • 8Massey, J. L. Aug. 1993. "Minimal Codewords and Secret Sharing." In Proc. 6th Joint Swedish-Russian Workshop on Information Theory, M611e, Sweden, 276-9.
  • 9Okada, K., and Kurusowa, K. May 2000. "MDS Secret Sharing Scheme Secure against Cheaters." IEEE Trans. Inf. Theory 46 (3): 1078-81.
  • 10Ozadam, H., 0zbudak, F., and Saygl, Z. December 2007. "Secret Sharing Schemes and Linear Codes." Information Security Cryptology Conference with International Participation, Proceedings, 101-6.

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