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Steering Quantum Dynamics via Bang-Bang Control: Implementing optimal fixed point quantum search algorithm

机译:通过Bang-Bang控制转向量子动力学:实现最佳   定点量子搜索算法

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摘要

A robust control over quantum dynamics is of paramount importance for quantumtechnologies. Many of the existing control techniques are based on smoothHamiltonian modulations involving repeated calculations of basic unitariesresulting in time complexities scaling rapidly with the length of the controlsequence. On the other hand, the bang-bang controls need one-time calculationof basic unitaries and hence scale much more efficiently. By employing a globaloptimization routine such as the genetic algorithm, it is possible tosynthesize not only highly intricate unitaries, but also certain nonunitaryoperations. Here we demonstrate the unitary control through the firstimplementation of the optimal fixed-point quantum search algorithm in athree-qubit NMR system. More over, by combining the bang-bang pulses with thetwirling process, we also demonstrate a nonunitary transformation of thethermal equilibrium state into an effective pure state in a five-qubit NMRsystem.
机译:对量子动力学的鲁棒控制对于量子技术至关重要。许多现有的控制技术都基于平滑的哈密顿调制,其中涉及基本unit的重复计算,从而导致时间复杂度随控制序列的长度迅速缩放。另一方面,bang-bang控件需要一次性计算基本unit,因此可以更高效地进行缩放。通过采用诸如遗传算法之类的全局优化例程,不仅可以合成高度复杂的unit,而且可以合成某些非unit运算。在这里,我们通过在三量子位NMR系统中最佳定点量子搜索算法的首次实现来证明统一控制。此外,通过结合爆炸脉冲和旋转过程,我们还证明了在五量子位NMR系统中热平衡态向有效纯态的非unit变。

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