On quantum computing with macroscopic Josephson qubits

Jie Han, P. Jonker
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引用次数: 5

Abstract

The achievements of quantum computation theory, e.g. Shor's factoring algorithm, motivate efforts to realize quantum computers. Among systems proposed for quantum computing, macroscopic superconducting circuits of Josephson junctions appear promising for integration in electronic circuits and large-scale applications. Recently, a superconducting tunnel junction circuit was designed and a sufficiently high quality factor of quantum coherence has been obtained. This indicates that decoherence need not be among the obstacles in building quantum computers with macroscopic Josephson circuits. In this paper we present the setup of some elementary quantum logic with macroscopic Josephson qubits, strengthened by some simulation work, and then study the feasibility of implementing Shor's quantum factoring algorithm on them. It is shown that it would be eventually possible to build a 2-dimensional Josephson qubit array, possibly accompanied by classical computing components, capable of performing useful quantum computations.
宏观Josephson量子比特的量子计算
量子计算理论的成就,如Shor的因式分解算法,激发了实现量子计算机的努力。在提出的量子计算系统中,约瑟夫森结的宏观超导电路在电子电路集成和大规模应用方面前景广阔。近年来,设计了超导隧道结电路,获得了足够高的量子相干质量因子。这表明,退相干不一定是构建具有宏观约瑟夫森电路的量子计算机的障碍之一。本文提出了一些具有宏观Josephson量子位元的基本量子逻辑的建立,并通过一些仿真工作进行了加强,然后研究了在这些基本量子逻辑上实现Shor量子分解算法的可行性。这表明,最终有可能建立一个二维约瑟夫森量子比特阵列,可能伴随着经典计算组件,能够执行有用的量子计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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