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Image Encryptien Based on First-order Hyperbolic Equation and MD5 Function 被引量:2

Image Encryptien Based on First-order Hyperbolic Equation and MD5 Function
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摘要 Partial differential equations are playing an important role in modern science.The applica- tions in information security have received much attention in the past 20 years.In,Blakley and Rundell designed a new ciphering structure based on the parabolic equation and its time- Partial differential equations are playing an important role in modern science. The applications in information security have received much attention in the past 20 years. In , Blakley and Rundell designed a new ciphering structure based on the parabolic equation and its timeback problem, which named as 'heat flow cryptosystems'. This skill was developed to deal with some more sophisticated cases, see .
出处 《数学进展》 CSCD 北大核心 2008年第6期758-760,共3页 Advances in Mathematics(China)
基金 Supported by Guangxi Natural Science Foundation(No.GKZ0832084).
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  • 1MATTHEWS R.On the derivation of a Chaotic Encryption algorithm[J].Cryptologia,1989, 13(1):29-42.
  • 2FRIDRICH J. Secure image ciphering based on chaos[R]. Final report for AFRL. Rome New York USA, 1997.
  • 3YEN JC, GUO JI. A new chaotic key-based design for image encryption and ecryption[A]. Proc. IEEE Int. Conf. Circuits and Systems[C], 2000, 4.49-52.
  • 4CHEN GR, MAO YB, CHUI CK. A symmetric image encryption scheme based on 3D chaotic cat maps[J].Chaos, Solitons and Fractals, 2004, 21: 749-761.
  • 5YANG T,WU C W,CHUA LO.Cryptography based on chaotic systems[J].IEEE Transaction on Circuits and System I,1997(44):469-472.
  • 6XU JF, MIN LQ, CHEN GR.A New Secure Communication Scheme Based on Generalized Chaos Synchronization and Hash Functions[R]. The Second Asia-Pacific Workshop on Chaos Control & Synchronization, shanghai, 2003.
  • 7ALVAREZ G, MONTOYA F, ROMERA M, et al. Cryptanalysis of a chaotic secure communication system[J]. Physics Letters A, 2003, 306,200-205.

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