The residue number system ( RNS ) is a carry-free system and allows a high degree of concurrency. 余数系统(RNS)是一种并行工作机制并伴随自由进位的系统。
In this dissertation, we carry out a comprehensive introduction for the relevant theories of the residue number system and the relationship between the residue number system and the binary system. 本文从余数系统的相关理论出发,深入理解了余数系统和十进制系统以及二进制系统之间的关系和它们之间相互转换的算法。
The residue number system is implemented for reduction of logic. 在余数算法中,易于实现并行处理中的串行联接,减少了逻辑元数。
A direct-sequence spread-spectrum multiple-access communication mode based on residue number system is presented. 本文建议并分析了一种基于剩余数(RN)系统的直接序列扩频多址通信方式;
A kind of residue number system ( RNS ) in which the order of modulo multiplication and scaling, operation is reduced from three to two is discussed in this paper. 本文讨论了使级联的模乘和标度运算从三次减少到两次的剩余数(RN)制(RNS)自适应最小均方算法;