The mathematical theory for elliptic curve encryption based on optimal normal basis(ONB) over F_2~m is introduced.Then an elliptic curve cryptography(ECC) based encryption scheme isanalyzed and designed.The mechanism ...The mathematical theory for elliptic curve encryption based on optimal normal basis(ONB) over F_2~m is introduced.Then an elliptic curve cryptography(ECC) based encryption scheme isanalyzed and designed.The mechanism for key exchange based on Diffie-Hellman is described in detailsfor further applications.Based on these theoretic foundations,the software based on ECC is developedand an application is provided.The software is characterized by excellent security as well as highefficiency.展开更多
针对Linux系统下加壳软件易被发现、易改变原有程序入口地址等一系列问题,提出了一种改进的软件加壳方法——加壳并重构可执行文件,即:SRELF(Shelling and Re-constructed Executable and LinkingFormat)。改进后的方法将壳程序和目标...针对Linux系统下加壳软件易被发现、易改变原有程序入口地址等一系列问题,提出了一种改进的软件加壳方法——加壳并重构可执行文件,即:SRELF(Shelling and Re-constructed Executable and LinkingFormat)。改进后的方法将壳程序和目标可执行文件中代码段、数据段等关键部分结合,使代码呈多态性后重新构造出新的可执行文件,使得加密软件运行的同时脱离原宿主计算机,避免了被保护软件因相同版本被破解形成通用的破解补丁。通过SRELF在安全性,透明性,伪装性和扩展性等方面的分析,证明了改进后的加壳方法在整体性能上都有显著的提高。展开更多
基金Supported by National 863 Plan Project (No. 2002AA142040)
文摘The mathematical theory for elliptic curve encryption based on optimal normal basis(ONB) over F_2~m is introduced.Then an elliptic curve cryptography(ECC) based encryption scheme isanalyzed and designed.The mechanism for key exchange based on Diffie-Hellman is described in detailsfor further applications.Based on these theoretic foundations,the software based on ECC is developedand an application is provided.The software is characterized by excellent security as well as highefficiency.
文摘针对Linux系统下加壳软件易被发现、易改变原有程序入口地址等一系列问题,提出了一种改进的软件加壳方法——加壳并重构可执行文件,即:SRELF(Shelling and Re-constructed Executable and LinkingFormat)。改进后的方法将壳程序和目标可执行文件中代码段、数据段等关键部分结合,使代码呈多态性后重新构造出新的可执行文件,使得加密软件运行的同时脱离原宿主计算机,避免了被保护软件因相同版本被破解形成通用的破解补丁。通过SRELF在安全性,透明性,伪装性和扩展性等方面的分析,证明了改进后的加壳方法在整体性能上都有显著的提高。
