The purpose of this chapter is to provide the reader with repertoire of digital implementation techniques of binary multiplication.
本章的目的在于向读者介绍用数字技术实现二进制乘法的各种方法。
The closure rMultiply is a partial application that adapts the binary multiplication to be a unary closure by using a constant second operand.
闭包rMultiply 是个局部应用程序，通过使用一个不变的第二操作数，把二元乘法改变成一元闭包。
Using the improved algorithm, we present the attack on elliptic curve cryptosystems with binary scalar multiplication, and verify it through software simulation.
采用改进的算法针对二进制方法点乘的椭圆曲线密码进行了符号变换故障攻击，利用仿真实验进行了验证。
These two important properties ensure that thefiltering go on in binary filed only with easy comparison, addition and multiplication, which allow an efficient VLSI implementation.
堆栈滤波器的特点是具有阈值分解和堆栈特性，这两个重要性质将滤波过程转化到二进制运算，易于VLSI 并行实现。
By using the methods of table lookups, probability quantization and modified renormalization operations, a simple multiplication-free binary block arithmetic coding scheme is given.
通过使用查表、概率量化和修改的重正化操作的方法，给出了一个简单的无乘法的二值分组算术编码方案。
Only the four usual binary arithmetic operations (addition, subtraction, multiplication and division) are allowed.
只能使用四个二元算术运算符(加、减、乘、除)。
Use a binary digital shifter replace the traditional divider in ADPLL, make the structure simple and keeps the loop gain constant when the frequency multiplication factor changes.
采用数字移位器替代传统的除法器，使得电路结构大大简化，而且在很大的倍频系数范围内都保持很好的稳定性。
Use a binary digital shifter replace the traditional divider in ADPLL, make the structure simple and keeps the loop gain constant when the frequency multiplication factor changes.
采用数字移位器替代传统的除法器，使得电路结构大大简化，而且在很大的倍频系数范围内都保持很好的稳定性。
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