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首页> 外文期刊>International Journal of Intelligent Computing and Cybernetics >Circuits for m-valued classical, reversible and quantum optical computing with application to regular logic design
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Circuits for m-valued classical, reversible and quantum optical computing with application to regular logic design

机译：用于m值经典，可逆和量子光学计算的电路及其在常规逻辑设计中的应用

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Purpose - The purpose of this paper is to introduce an approach for m-valued classical and non-classical (reversible and quantum) optical computing. The developed approach utilizes new multiplexer-based optical devices and circuits within switch logic to perform the required optical computing. The implementation of the new optical devices and circuits in the optical regular logic synthesis using new lattice and systolic architectures is introduced, and the extensions to quantum optical computing are also presented. Design/methodology/approach - The new linear optical circuits and systems utilize coherent light beams to perform the functionality of the basic logic multiplexer. The 2-to-1 multiplexer is a basic building block in switch logic, where in switch logic a logic circuit is implemented as a combination of switches rather than a combination of logic gates as in the gate logic, which proves to be less-costly in synthesizing wide variety of logic circuits and systems. The extensions to quantum optical computing using photon spins and the collision of Manakov solitons are also presented. Findings - New circuits for the optical realizations of m-valued classical and reversible logic functions are introduced. Optical computing extensions to linear quantum computing using photon spins and nonlinear quantum computing using Manakov solitons are also presented. Three new multiplexer-based linear optical devices are introduced that utilize the properties of frequency, polarization and incident angle that are associated with any light-matter interaction. The hierarchical implementation of the new optical primitives is used to synthesize regular optical reversible circuits such as the m-valued regular optical reversible lattice and systolic circuits. The concept of parallel optical processing of an array of input laser beams using the new multiplexer-based optical devices is also introduced. The design of regular quantum optical systems using regular quantum lattice and systolic circuits is introduced. New graph-based quantum optical representations using various types of quantum decision trees are also presented to efficiently represent quantum optical circuits and systems. Originality/value - The introduced methods for classical and non-classical (reversible and quantum) optical regular circuits and systems are new and interesting for the design of several future technologies that require optimal design specifications such as super-high speed, minimum power consumption and minimum size such as in quantum computing and nanotechnology.
机译：目的-本文的目的是介绍一种用于m值经典和非经典（可逆和量子）光学计算的方法。开发的方法利用新的基于多路复用器的光学设备和开关逻辑中的电路来执行所需的光学计算。介绍了使用新的晶格和收缩结构在光学规则逻辑综合中实现新的光学器件和电路的方法，并介绍了对量子光学计算的扩展。设计/方法/方法-新的线性光学电路和系统利用相干光束来执行基本逻辑多路复用器的功能。 2对1多路复用器是开关逻辑的基本构建块，其中在开关逻辑中，逻辑电路实现为开关的组合，而不是像门逻辑中那样是逻辑门的组合，这被证明成本更低综合各种逻辑电路和系统。还介绍了使用光子自旋的量子光学计算的扩展以及马纳科夫孤子的碰撞。发现-介绍了用于m值经典和可逆逻辑函数的光学实现的新电路。还介绍了使用光子自旋的线性量子计算和使用Manakov孤子的非线性量子计算的光学计算扩展。引入了三个新的基于多路复用器的线性光学器件，它们利用了与任何光-物质相互作用相关的频率，偏振和入射角的特性。新的光学原语的分层实现用于合成规则的光学可逆电路，例如m值规则的光学可逆晶格和收缩电路。还介绍了使用新的基于多路复用器的光学设备对输入激光束阵列进行并行光学处理的概念。介绍了使用规则量子晶格和收缩电路的规则量子光学系统的设计。还提出了使用各种类型的量子决策树的新的基于图的量子光学表示，以有效地表示量子光学电路和系统。独创性/价值-引入的经典和非经典（可逆和量子）光学常规电路和系统方法对于要求最佳设计规范（例如超高速，最小功率消耗和最小尺寸，例如在量子计算和纳米技术中。

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