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而产生具有极强稳定性的表面导电态。拓扑电子材料将拓扑学的抽象数学之美与电子材料的实用功能性结合在一起,为自旋电子学、量子计算与能源技术等多个领域的应用开辟了广阔前景。  尽管凝聚态理论预测了多种类型的拓扑能带结构的存在(通常借助理想化的“玩具”模型),在真实材料中发现这些结构仍极具挑战性,犹如大海捞针。方忠与戴希发展出一整套计算方法,使他们率先预测出一系列拓扑材料,包括拓扑绝缘体、量子反常霍尔材料

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