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Implementation considerations of symbolic substitution in digital optical computing

机译:数字光学计算中符号替换的实现注意事项

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An important area of current focus in optical computing research is the technique of Symbolic Substitution (SS), proposed by Huang in 1983. The technique is successful by virtue of its parallel signal processing ability. Coupled with modified signed digit (MSD) arithmetic and/or high-radix arithmetic, several researchers have been able to achieve high speed of parallel operations in digital computing. Although dual-rail logic for SS avoided the troublesome need for recognition of both bright and dark pixels, with the introduction of MSD, the dual recognition problem reappeared. A triple-rail logic which is compatible with both MSD and optical computing requirements of SS has been suggested. Besides explaining the scheme of triple-rail coding for MSD, techniques for its implementation in digital optical computing are presented and discussed. Possible extension of the scheme to high-radix arithmetic is indicated.
机译:Huang于1983年提出的符号替换(SS)技术是当前在光学计算研究中关注的一个重要领域。该技术凭借其并行信号处理能力而获得成功。结合修改的符号数字(MSD)算法和/或高基数算法,几位研究人员已经能够在数字计算中实现高速并行操作。尽管用于SS的双轨逻辑避免了识别亮像素和暗像素的麻烦,但随着MSD的推出,双重识别问题再次出现。已经提出了与SS的MSD和光学计算要求兼容的三轨逻辑。除了解释MSD的三轨编码方案外,还介绍并讨论了其在数字光学计算中的实现技术。指出了该方案可能扩展到高基数算法。

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