论文标题
误差量的误差界限在大图量子系统中受到约束的动态：严格的结果和概括
Error bounds for constrained dynamics in gapped quantum systems: Rigorous results and generalizations
论文作者
论文摘要
在ARXIV：2001.03419中，我们引入了一个通用误差，该误差限制在隔离量子系统的良好环境能带中。在这里，我们提供有关界限推导的完整详细信息。此外，我们通过采用局部Schrieffer-Wolff转换来将结果推广到孤立的量子多体系统，从而获得误差限制，该误差限制在及时地生长。我们还将结果推广到马尔可夫开放量子系统，并定量解释量子zeno效应。
In arXiv:2001.03419 we introduce a universal error bound for constrained unitary dynamics within a well-gapped energy band of an isolated quantum system. Here, we provide the full details on the derivation of the bound. In addition, we generalize the result to isolated quantum many-body systems by employing the local Schrieffer-Wolff transformation, obtaining an error bound that grows polynomially in time. We also generalize the result to Markovian open quantum systems and quantitatively explain the quantum Zeno effect.
