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Quantum Ternary Multiplication Gate (QTMG): Toward Quantum Ternary Multiplier and a New Realization for Ternary Toffoli Gate

机译:Quantum三元乘法门(QTMG):朝向量子三元乘法器和三元Toffoli门的新实现

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The designs using ternary logic exploit its logarithmic reduction in the number of qudits compared with the binary circuits. In this paper, we propose quantum ternary multiplication gate. We term it as QTMG. Then we present the symbol and the realization of QTMG. Researchers will be able to use this gate as well as its symbol and realizations in their future studies. We also present a new realization of ternary Toffoli gate in specific state. Moreover, in this paper, we propose 1-qutrit multiplier circuit. The symbol and the realization of the proposed 1-qutrit multiplier circuit are also provided. Afterward, we proposed ternary partial products generation circuit (TPPG) and summation network circuit in order to design quantum ternary 2-qutrit multiplier circuit. Overall, the proposed design of QTMG in this paper is suggested for the first time. In addition, the proposed realization of ternary Toffoli gate, TPPG, summation network and 2-qutrit multiplier circuits are compared with the existing designs and the improvements are reported. The proposed gate and circuits are realized using macro-level ternary gates which are built on the top of the ion-trap realizable 1-qutrit gates and 2-qutrit Muthukrishnan-Stroud gates.
机译:使用三元逻辑的设计利用其与二进制电路相比的Qudits数量的对数减少。在本文中,我们提出了量子三元乘法门。我们将其作为QTMG术语。然后我们呈现符号和QTMG的实现。研究人员将能够在未来的研究中使用这个门以及其象征和实现。我们还在特定状态下展示了三元Toffoli门的新实现。此外,在本文中,我们提出了1-Qutrit乘法器电路。还提供了所提出的1-Qutrit乘法器电路的符号和实现。之后,我们提出了三元部分产品生成电路(TPPG)和求和网络电路,以设计量子三元2-Qutrit乘法器电路。总体而言,本文提出了QTMG的设计设计。此外,将三元Toffoli门,TPPG,求和网络和2-Qutrit乘法器电路的建议实现与现有的设计进行了比较,并且报道了改进。所提出的栅极和电路是使用构建在离子阱可实现的1-Qutrit栅极和2-Qutrit Muthukrishnan-stroud栅极的顶部的宏观三元门。

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