量子行走
物理
量子
随机游动
量子力学
统计物理学
量子模拟器
量子动力学
量子算法
量子计算机
数学
统计
作者
Philipp M. Preiss,Ruichao Ma,M. Eric Tai,Alexander Lukin,Matthew Rispoli,Philip Zupancic,Yoav Lahini,Rajibul Islam,Markus Greiner
出处
期刊:Science
[American Association for the Advancement of Science]
日期:2015-03-12
卷期号:347 (6227): 1229-1233
被引量:420
标识
DOI:10.1126/science.1260364
摘要
Quantum walkers under a microscope Generations of physics students have been taught to think of one-dimensional random walks in terms of a drunken sailor taking random steps to the right or to the left. But that doesn't compare with the complexity of a quantum walker, who can propagate down multiple paths at the same time. Preiss et al. detected particles in single sites of an optical lattice to study the dynamics of two interacting atoms of 87Rb performing a quantum walk (see the Perspective by Widera). Depending on the initial conditions and the interaction strength between the atoms, the atoms either ignored each other, stuck to each other, or tried to get as far away from each other as possible. Science , this issue p. 1229 ; see also p. 1200
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