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Towards a CA model for quantum computation with fully frustrated linear Josephson junction arrays

机译:建立具有完全受挫线性约瑟夫森结阵列的用于量子计算的CA模型

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摘要

Quantum systems modelling and simulation activity is a challenging research area. Several models and applications were proposed in the past with different approaches. Special purposes models based on cellular automata (CA) paradigm were studied as the classical CA present limits in quantum system characterisation. In this Letter we deal with a CA based approach for studying and characterizing mesoscopic quantum systems, showing that, when adopting particular system conditions, the corresponding model is simple by means of such a computational approach. We focus on fully frustrated linear Josephson junction arrays with non-trivial geometry, which develop topological order allowing for the implementation of "protected" qubits, a first step toward the realization of an ideal solid state quantum computer. (C) 2004 Elsevier B.V. All rights reserved.
机译:量子系统建模和仿真活动是一个充满挑战的研究领域。过去提出了几种采用不同方法的模型和应用。研究了基于细胞自动机(CA)范式的特殊目的模型,作为经典CA在量子系统表征中的局限性。在这封信中,我们介绍了一种基于CA的方法来研究和表征介观量子系统,它表明,当采用特定的系统条件时,通过这种计算方法,相应的模型很简单。我们将重点放在具有非平凡几何形状的完全受挫的线性约瑟夫森结阵列上,该阵列发展出拓扑顺序,以实现“受保护”量子位,这是实现理想固态量子计算机的第一步。 (C)2004 Elsevier B.V.保留所有权利。

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