提出了一种快速有限域乘法器结构。
提出了一类新的具有高度规则性的部分并行三项式有限域乘法器架构。
A new high regular structure of partial parallel multiplier for irreducible trinomial generated finite field is proposed.
本论文研究的主要内容是有限域算术、椭圆曲线加密算法和有限域乘法器。
The finite field arithmetic, elliptic curve cryptography (ECC) and the finite field multiplier are investigated in this thesis.
采用基于有限域中多项式乘法理论的快速有限域乘法器的设计，得到了简单的有限域上乘积运算算法。
Through the finite domain multiplier design based on the polynomial multiplication theory in finite domain, a new simple multiplication algorithm in finite domain is introduced.
研究了有限域元素在弱对偶基（WDB）下的表示，基于弱对偶基下的最优弱对偶基的计算方法，给出了有限域比特并行乘法器的设计；
The presentation of the finite field elements in WDB is studied. And based on the computing method for the optimum WDB, the design for the bit parallel multiplier of finite field is presented.
研究了有限域元素在弱对偶基（WDB）下的表示，基于弱对偶基下的最优弱对偶基的计算方法，给出了有限域比特并行乘法器的设计；
The presentation of the finite field elements in WDB is studied. And based on the computing method for the optimum WDB, the design for the bit parallel multiplier of finite field is presented.
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