周宣武, 付燕, 李欣, 刘开华, 金志刚. 高效的超椭圆曲线前向安全签密方案[J]. 微电子学与计算机, 2014, 31(12): 79-83.
引用本文: 周宣武, 付燕, 李欣, 刘开华, 金志刚. 高效的超椭圆曲线前向安全签密方案[J]. 微电子学与计算机, 2014, 31(12): 79-83.
ZHOU Xuan-wu, FU Yan, LI Xin, LIU Kai-hua, JIN Zhi-gang. Forward SecureSigncryption Scheme Based on Hyper-elliptic Curve Cryptosystem[J]. Microelectronics & Computer, 2014, 31(12): 79-83.
Citation: ZHOU Xuan-wu, FU Yan, LI Xin, LIU Kai-hua, JIN Zhi-gang. Forward SecureSigncryption Scheme Based on Hyper-elliptic Curve Cryptosystem[J]. Microelectronics & Computer, 2014, 31(12): 79-83.

高效的超椭圆曲线前向安全签密方案

Forward SecureSigncryption Scheme Based on Hyper-elliptic Curve Cryptosystem

  • 摘要: 基于超椭圆曲线密码提出了一类高效的前向安全签密方案,分析了计算性超椭圆曲线问题CHCP与判定性超椭圆曲线问题DHCP.证明了方案的机密性、不可伪造性、不可否认性及前向安全性,最后对方案的实现效率进行了对比分析.方案在保证基本安全性的同时,高效地实现了签密的前向安全性,适用于资源受限、效率敏感的环境,有广阔应用前景.

     

    Abstract: In the paper,we presented an efficient signcryption scheme with forward security based on hyper-elliptic curve cryptosystem and analyzed computational hyper-elliptic curve problem CHCP and decisional hyper-elliptic curve problem DHCP.Then we proved the confidentiality,unforgeability,non-repudiation and forward security of the scheme and compared the efficiency of the scheme with other typical signcryption schemes.In addition to the basic security of signcryption,the scheme achieves forward security with much higher efficiency.The attackers cannot get symmetric key to recover the plaintext with the secret key of signcryption,and the signcryption text before the attack also remain secure and valid.

     

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