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ADIABATIC PHASE GATES IN PARITY-BASED QUANTUM COMPUTERS

机译:基于奇偶校验的量子计算机中的绝热相位门

摘要

Example methods and mechanisms are described herein for implementing and adiabatically operating a topological quantum computing (TQC) phase gate that complements the existing Clifford operations, and thereby allows universal quantum computation with Majorana systems. Further embodiments include a testing system for the phase gate that is feasible with Majorana zero modes and demonstrates violations of the CHSH-Bell inequality. Further, the design used for the testing of the inequality leads directly to a practical platform for performing universal TQC with Majorana wires in which explicit braiding need never occur. Thus, certain embodiments of the disclosed technology involve three synergistically connected aspects of anyonic TQC (in the context of the currently active area of using MZMs for topological quantum computation): a practical phase gate for universal topological quantum computation using MZMs, a precise protocol (using CHSH inequality) for testing that the desired gate operation has been achieved, and bypassing the necessity of MZM braiding (and so avoiding, e.g., problems of nonadiabaticity in the braids).
机译:本文描述了用于实现和绝热操作拓扑量子计算(TQC)相门的示例性方法和机制,该相变门对现有的Clifford操作进行补充,从而允许Majorana系统进行通用量子计算。进一步的实施例包括用于相门的测试系统,其对于马约拉纳零模式是可行的,并且证明了违反CHSH-贝尔不等式。此外,用于测试不等式的设计直接导致了一个实用平台,该平台可通过Majorana焊丝执行通用TQC,而无需进行明确的编织。因此,所公开技术的某些实施例涉及任意子TQC的三个协同连接的方面(在使用MZM进行拓扑量子计算的当前活动区域内):用于使用MZM进行通用拓扑量子计算的实用相门,精确协议(使用CHSH不等式来测试是否已实现所需的浇口操作,并绕开了MZM编织的必要性(从而避免了例如编织物中非绝热的问题)。

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