The conventional binary number system has a carry chain which often limits the efficiency of computer arithmetic.
传统的二进制计数系统具有链式进位，往往限制了计算机的运算速度。
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。
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