作者: Lenore R. Mullin
DOI: 10.1016/J.DSP.2005.02.003
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摘要: Embedded software processing requirements will exceed 1 trillion operations per second in the 2005-2010 time frame. Consequently, efficient use of processors and memory, at all levels, is essential. In many defense environments, e.g., radar, as well medical other real-time embedded systems, are primarily array-based. Although languages support high level, monolithic, array based computation through classes, functions, templates (C++), grammars (Fortran 95, ZPL), limited optimizations occur to eliminate valued temporaries, which for real enormous. Without an underlying theory arrays, algebra index calculus, it difficult, if not impossible provide such optimizations. This paper presents a Mathematics Arrays Psi Calculus. Together they used reason about radar; algorithm, decomposition, mapping performance.