Quantum Walks with Entangled Coins and Walkers in Superposition

S. Venegas-Andraca
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引用次数: 1

Abstract

We introduce a generalization of quantum walks with entangled coins consisting of a model of discrete quantum walks with coin pairs under various degrees of entanglement and walkers in quantum superposition as initial states. We introduce novel position probability distributions that may be used for algorithm development based on quantum-mechanical phenomena. Also, we numerically show that the skewness of position probability distribution produced by using coin initial state with various degrees of entanglement cannot be easily inferred.
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纠缠硬币和叠加步行者的量子行走
本文介绍了一种具有纠缠硬币的量子行走的推广方法,该模型由不同纠缠程度的硬币对的离散量子行走模型和量子叠加的步行者作为初始状态组成。我们介绍了新的位置概率分布,可用于基于量子力学现象的算法开发。此外,我们还用数值方法证明了不同纠缠度的硬币初始状态所产生的位置概率分布的偏度是不容易推断的。
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