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Experimental construction of a W superposition state and its equivalence to the Greenberger-Horne-Zeilinger state under local filtration

机译:局部过滤条件下W叠加态的实验构造及其与Greenberger-Horne-Zeilinger态的等价关系

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We experimentally construct a three-qubit entangled W superposition (W (W) over bar) state on an NMR quantum information processor. We give a measurement-based filtration protocol for the invertible local operation (ILO) that converts the W (W) over bar state to the Greenberger-Horne-Zeilinger (GHZ) state, using a register of three ancilla qubits. Further we implement an experimental protocol to reconstruct full information about the three-party W (W) over bar state using only two-party reduced density matrices. An intriguing fact unearthed recently is that the W (W) over bar state, which is equivalent to the GHZ state under an ILO, is in fact reconstructible from its two-party reduced density matrices, unlike the GHZ state. We hence demonstrate that, although the W (W) over bar state is interconvertible with the GHZ state, it stores entanglement very differently.
机译:我们在NMR量子信息处理器上实验性地构造了一个三比特纠缠的W叠加(W(W在bar上))状态。我们为可逆本地操作(ILO)提供了基于测量的过滤协议,该协议使用三个辅助量子位的寄存器将条形上的W(W)转换为Greenberger-Horne-Zeilinger(GHZ)状态。此外,我们实施了一个实验协议,以仅使用两方约简密度矩阵重建有关棒态的三方W(W)的完整信息。最近发现的一个有趣的事实是,棒状状态上的W(W)等效于ILO下的GHZ状态,实际上与GHZ状态不同,它可以从其两方缩减密度矩阵进行重构。因此,我们证明了,尽管W(W)over bar状态可与GHZ状态互换,但它存储的纠缠非常不同。

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