Research on a New Public Key Cryptosystem as Secure as Integer Factorization

Diffie W and Hellman M E. New directions in cryptography[J].IEEE Trans. on Information Theory, 1976, IT-22(6): 644-654.[2]Elgamal T. A public key cryptosystem and a signaturescheme based on discrete logarithms[J]. IEEE Trans. onInform. Theory, 1985, IT-31(4): 469-472.[3]Miller V. Uses of elliptic curves in cryptography[A].Advances in Cryptography-CRYPTO85[C], LNCS 218.Berlin: Springer-Verlag, 1985: 412-426.[4]Hostein J.[J].Pipher J, and Silvernab J H. NTRU: A ring basedpublic key cryptosystem[A]. ANTS97[C], LNCS 1423. Berlin:Springer-Verlag.1998,:-[5]Jiang Z T, Hao Y H, and Wang Y M. A new public-keyencryption scheme based on Lucasse quence. Journal ofElectronics (China), 2005, 22(5): 490-497.[6]Rivest R, Shamir A, and Adleman L. A method forabstaining digital signatures and public-key cryptosystems[J].Communications of the ACM.1978, 21(2):120-126[7]Rabin M O. Digital Signatures and Public Key Functions asIntractable as Factorization[R]. Cambridge: MIT/LCS/TR-212, 1979.[8]Williams H C. An M3 public-key encryption scheme[A].Advances in Cryptology-CRYPTO85[C]. Berlin: Springer-Verlag, 1985: 358-368.[9]Smith P and Lennon M. LUC: A new public-key system[A].Proceedings of the IFIP TC11, Ninth InternationalConference on Information Security, IFIP/Sec '93[C], Toronto,Canada, 1993: 91-111.[10]卢开澄. 计算机密码学(第2 版)[M]. 北京: 清华大学出版社,1998: 73-84.