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Residue Arithmetic with a Signed-Digit Number System

机译:带符号数字系统的残差算术

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A new comcept on residue arithmetic based on a radix-2 signed-digit(SD) number system is presented, by which memoryless residue arithmetic circuits using SD adders can be implemented. Conventional residue arithmetic circuits have been designed using binary number arith-metic system, but the carry propagation arises which limits the speed of arithmetic operations in residue mod-ules. In this paper, a p-digit radix-2 SD number system is introduced to simplify the residue operation. For a given modulus m, 2~p - 1 <= m <= 2~p + 2~p-1 - 1, in a residue number system(RNS), the modulo m addition is performed by using one or two p-digit SD adders. Since the modulo m addition time is independent of the word length of operands, the high speed residue arithmetic can be achieved. A modulo m multiplier is designed by using the modulo m SD adder and some registers.
机译:提出了一种基于基数为2的数字系统的残差算术新概念,可以实现采用SD加法器的无记忆残差算术电路。传统的残差算术电路已经使用二进制数算术系统设计,但是进位传播出现,这限制了残差模块中算术运算的速度。本文介绍了一种p位基数为2的SD编号系统,以简化残基操作。对于给定的模数m,2〜p-1 <= m <= 2〜p + 2〜p-1-1,在残数系统(RNS)中,通过使用一个或两个p-数字SD加法器。由于模加时间与操作数的字长无关,因此可以实现高速残差运算。通过使用模SD加法器和一些寄存器来设计模乘法器。

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