A direct twos complement parallel array multiplication algorithm is introduced for digital optical computing without carries. 基于混合二的补码表达方式,加法、减法和阵列乘法都能全并行地实现。
A negabinary based algorithm including weighted-shifted addition and parallel array multiplication is suggested. 建立一套新颖的光学负二进制并行算法体系,包括加权-移位加法、列阵乘法等。
Tasks 'Granularity and Mapping Analysis of Parallel Algorithms FPGA Implementation of Systolic Array for Modular Multiplication Using a Fine-grained Approach 并行算法的任务粒度与映射方法的分析大数模乘脉动阵列的FPGA细粒度映射实现
A Circular Structured Systolic Array for Low Power Design and Implementation of Montgomery Modular Multiplication CSSA&低功耗Montgomery模乘的环形脉动阵列
FPGA Implementation of Systolic Array for Modular Multiplication Using a Fine-grained Approach 大数模乘脉动阵列的FPGA细粒度映射实现
A Novel Systolic Linear Array Architecture for Partitioning Montgomery Modular Multiplication 分割式Montgomery模乘运算的线性高基心动阵列新结构
A fine-grained mapping approach is proposed according to the analysis of the detailed configurable logic block structure of FPGA device, and it is applied to the design of a systolic array for modular multiplication based on FPGA. 通过分析FPGA可配置逻辑块的细致结构,提出了一种基于FPGA的细粒度映射方法,并使用该方法高效实现了大数模乘脉动阵列。
The contents of antenna array are discussed and the principle of pattern multiplication is elaborated, which focuses on the analysis of the changes of array factor with various factors by Matlab. 3. 讨论了天线阵的相关内容,阐述了方向图乘积原理,并借助Matlab重点分析了阵因子随各种因素的变化情况。
The core of the coprocessor is the modular arithmetic units array for parallel computing, while a single modular arithmetic unit is composed of a high-performance scalable Montgomery modualr multiplication unit and a high-performance scalable modular addition and subtraction unit. 该协处理器的核心为并行计算的模算术单元阵列,每个模算术单元由一个高性能可扩展的Montgomery模乘单元和一个高性能可扩展的模加减单元组成。
The design theory of the first antenna is derived from an example of two-element array pattern multiplication theorem. 第一副天线的设计理论是基于二元阵天线方向图相乘原理的一个特例。
Secondly, systolic array Multiplier is designed which can speed up the multiplication of two matrices. 其次本文设计了脉动矩阵乘法器,用于加快两个矩阵的乘法运算。
The part of article firstly builds the equivalent relationships between sparse array and polynomial, polynomial multiplication and spatial convolution of transmiting array and receiving array, thus polynomial theories can be utilized for radar array design. 文章首先提出了将稀疏阵列与多项式一一对应的思想,然后把多项式乘积与收发阵列空间卷积关系进行等效,再利用多项式的一些理论设计阵列。