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Design methodology of mapping iterative algorithms on piecewise regular processor arrays

机译:在分段规则处理器阵列上映射迭代算法的设计方法

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A systematic framework for mapping a class of iterative algorithms onto processor array architectures is presented. The iterative algorithm is directly mapped on the array without the requirement of transforming it into any intermediate form, such a uniform recurrent equation (URE). The principles of Lamport's coordinate method are used. The important subclass of algorithms known as weak single assignment codes (WSACs) is treated in an optimal way. Due to the structure of the algorithm and/or the multidimensional mapping, the resulting architectures can be either regular arrays (RAs) or piecewise regular arrays (PRAs).
机译:提出了一种用于将一类迭代算法映射到处理器阵列架构上的系统框架。迭代算法直接映射到数组,而无需将其转换为任何中间形式,例如统一的递归方程(URE)。使用了兰莫特坐标法的原理。算法的重要子类称为弱单分配码(WSAC),以最佳方式进行处理。由于算法的结构和/或多维映射,所得的体系结构可以是规则数组(RA)或分段规则数组(PRA)。

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