论文标题
将多角度量子近似近似优化算法和连续时量子步行在动态图上
Relating the multi-angle quantum approximate optimization algorithm and continuous-time quantum walks on dynamic graphs
论文作者
论文摘要
在这项工作中，我们表明MA-QAOA等同于限制在动态图上连续时量子行走的限制。然后，我们通过在MA-QAOA框架中找到了由Hadamard，$π/8 $和受控门组成的通用门集的适当$ b $和$ c $运算符和$ c $运算符和$ c $运算符和$ c $运算符和角度的通用计算。该结果开始弥合连续时间量子步行模型与量子计算的栅极模型之间的差距。
In this work, we show that ma-QAOA is equivalent to a restriction of continuous-time quantum walks on dynamic graphs. We then show it is universal for computation by finding the appropriate $B$ and $C$ operators and angles that implement the universal gate set consisting of the Hadamard, $π/8$ and Controlled-Not gates in the ma-QAOA framework. This result begins to bridge the gap between the continuous-time quantum walk model and gate model of quantum computation.
