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INDIVIDUALLY TUNABLE QUANTUM DOTS IN ALL-VAN DER WAALS HETEROSTRUCTURES

机译:全范德华异质结构中的可单独调谐量子点

摘要

Apparatus, methods, and systems are disclosed for robust scalable topological quantum computing. Quantum dots are fabricated as van der Waals heterostructures, supporting localized topological phases and non-Abelian anyons (quasiparticles). An example device (100) uses a vertical van der Waals heterostructure comprising a bottom dielectric layer (104), and active layer (106) and a top dielectric (110). A quantum dot electrode (114) is disposed on a insulating spacer (112) disposed in an opening in the top electrode layer (110). Suitable van der Waals materials are graphene, hexagonal Boron Nitride and transition metal dichalcogenides (TMD). Large bandgaps provide noise immunity. Three-dot structures include an intermediate quantum dot between two computational quantum dots. With the intermediate quantum dot in an OFF state, quasiparticles at the computational quantum dots can be isolated, with long lifetimes. Alternatively, the intermediate quantum dot can be controlled to decrease the quasiparticle tunneling barrier, enabling fast computing operations. A computationally universal suite of operations includes quasiparticle initialization, braiding, fusion, and readout of fused quasiparticle states, with, optionally, transport or tunable interactions - all topologically protected. Robust qubits can be operated without error correction. Quasilinear arrays of quantum dots or qubits can be scaled arbitrarily, up to resource limits, and large-scale topological quantum computers can be realized. Extensive two-dimensional arrays can also be used.
机译:公开了用于鲁棒可伸缩拓扑量子计算的装置、方法和系统。量子点被制成范德华异质结构,支持局域拓扑相和非阿贝尔任意子(准粒子)。示例性器件(100)使用垂直范德华异质结构,该异质结构包括底部电介质层(104)、有源层(106)和顶部电介质(110)。量子点电极(114)设置在设置在顶部电极层(110)中的开口中的绝缘间隔物(112)上。合适的范德华材料是石墨烯、六方氮化硼和过渡金属二卤化物(TMD)。大的带隙提供抗噪性。三点结构包括两个计算量子点之间的中间量子点。当中间量子点处于关闭状态时,计算量子点上的准粒子可以被隔离,具有较长的寿命。或者,可以控制中间量子点以减少准粒子隧穿势垒,从而实现快速计算操作。一套计算通用的操作包括准粒子初始化、编织、融合和融合准粒子状态的读出,以及可选的传输或可调相互作用——所有这些都受拓扑保护。稳健的量子位可以在无需纠错的情况下运行。量子点或量子比特的准线性阵列可以在资源有限的情况下任意缩放,并且可以实现大规模拓扑量子计算机。也可以使用广泛的二维阵列。

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