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All-optical conversion scheme: Binary to quaternary and quaternary to binary number

机译:全光转换方案:二进制到四进制和四进制到二进制数

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摘要

To achieve the inherent parallelism in optics a suitable number system and efficient encoding/decoding scheme for handling the data are very much essential. Binary number is accepted as the best representing number system in almost all types of existing electronic computers. But, binary number (0 and 1) is insufficient in respect to the demand of the coming generation. Multi-valued logic (with radix >2) can be viewed as an alternative approach to solve many problems in transmission, storage and processing of large amount of information in digital signal processing. Here, in this paper all-optical scheme for the conversion of binary to quaternary number and vice versa have been proposed and described. Simulation has also been done. In this all-optical scheme the numbers are represented by different discrete polarized state of light.
机译:为了实现光学器件固有的并行性,合适的数字系统和有效的编码/解码方案来处理数据非常重要。在几乎所有类型的现有电子计算机中,二进制数被认为是最能代表数字的系统。但是,就下一代的需求而言,二进制数(0和1)不足。多值逻辑(基数> 2)可以看作是解决数字信号处理中大量信息的传输,存储和处理中的许多问题的替代方法。这里,在本文中,已经提出并描述了用于将二进制数转换为四进制数并且反之亦然的全光学方案。模拟也已经完成。在这种全光学方案中,数字由不同的离散偏振光状态表示。

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