The main means used in the paper are group theory, galois field, module algebra and linear algebra. 文中涉及的主要理论有群论,伽罗华域,模代数和线性代数。
Research of Design Techniques for Reconfigurable Arithmetic Unit in Galois Field(GF) 可配置有限域运算单元设计技术研究
However, the lack of cooperation also brings redundant data due to the linear dependence, even when the Galois field of the coding coefficients is large enough. 但正是由于缺乏协同,即使编码系数的有限域足够大,仍然存在线性相关冗余数据,从而浪费了源节点的带宽。
Modular inversion is a part of the kernel for computations in the Galois field GF ( p ) used by many public key cryptosystems. 公钥密码系统以其算法设计简单、安全性高已经成为密码学领域的一个非常重要的研究课题。
Secondly, Galois field theory and finite group theory related with elliptic curve cryptography are discussed. 然后介绍了与椭圆曲线加密密切相关的有限域、有限群等理论。