论文标题
观察伪随机混合状态的纠缠否定性转变
Observation of entanglement negativity transition of pseudo-random mixed states
论文作者
论文摘要
多部分纠缠是量子计算的关键资源。从理论上讲,预期的是,多部分随机量子状态可能发生纠缠过渡,但是,这仍然是在实验上不存在的。在这里,我们报告了使用完全连接的20量超导处理器来量化的纠缠转变的观察。我们实施多层伪随机电路,以生成7至15 QUAT的伪随机状态。然后,我们研究了通过量子层造影术获得的6量Qubits获得的降低密度矩阵的消极光谱。可以通过根据负谱计算对数负极性来鉴定三个不同的阶段。我们通过改变环境和子系统的大小来观察相变。我们的电路的随机性也可以通过量化输出比特弦概率的分布与波特 - 托马斯分布之间的距离。我们的模拟器提供了一种强大的工具来生成随机状态并了解多部分量子系统的纠缠结构。
Multipartite entanglement is a key resource for quantum computation. It is expected theoretically that entanglement transition may happen for multipartite random quantum states, however, which is still absent experimentally. Here, we report the observation of entanglement transition quantified by negativity using a fully connected 20-qubit superconducting processor. We implement multi-layer pseudo-random circuits to generate pseudo-random pure states of 7 to 15 qubits. Then, we investigate negativity spectra of reduced density matrices obtained by quantum state tomography for 6 qubits.Three different phases can be identified by calculating logarithmic negativities based on the negativity spectra. We observe the phase transitions by changing the sizes of environment and subsystems. The randomness of our circuits can be also characterized by quantifying the distance between the distribution of output bit-string probabilities and Porter-Thomas distribution. Our simulator provides a powerful tool to generate random states and understand the entanglement structure for multipartite quantum systems.