Mapping algorithms to linear systolic arrays for wafer scale integration

V.K.P. Kumar, Yi-Chen Tsai
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Abstract

A general methodology to map computations carried out on two-dimensional systolic arrays onto one-dimensional arrays is developed. The basic idea of the technique is to map computations of two-dimensional systolic arrays onto one-dimensional arrays in such a way that they satisfy the dependencies in the original problem. Using the technique, the two-dimensional arrays that have been developed for a large class of problems can be translated into one-dimensional arrays with the designs which can be implemented in wafer-scale integration (WSI). Compared to known designs in the literature, the methodology is an improvement in that it leads to modular systolic arrays with contrast hardware in each processing element, few control lines, lexicographic data input/output format, and improved delay time.<>
用于晶圆规模集成的线性收缩阵列映射算法
开发了一种将二维收缩数组上的计算映射到一维数组上的一般方法。该技术的基本思想是将二维收缩数组的计算映射到一维数组上,使其满足原始问题中的依赖关系。利用该技术,为解决大量问题而开发的二维阵列可以转化为一维阵列,其设计可以在晶圆级集成(WSI)中实现。与文献中已知的设计相比,该方法是一种改进,因为它导致模块化收缩阵列,每个处理元素具有对比硬件,很少的控制线,字典数据输入/输出格式,以及改进的延迟时间
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