论文标题

图表中的分数复兴的基本原理

Fundamentals of fractional revival in graphs

论文作者

Chan, Ada, Coutinho, Gabriel, Drazen, Whitney, Eisenberg, Or, Godsil, Chris, Lippner, Gabor, Kempton, Mark, Tamon, Christino, Zhan, Hanmeng

论文摘要

We develop a general spectral framework to analyze quantum fractional revival in quantum spin networks.特别是,我们介绍了整体和强烈的既定顶点的概念,以任意顶点子集,并给出各种例子。 This work resolves two open questions of Chan et.~al. ["Quantum Fractional Revival on graphs". Discrete Applied Math, 269:86-98, 2019.]

We develop a general spectral framework to analyze quantum fractional revival in quantum spin networks. In particular, we introduce generalizations of the notions of cospectral and strongly cospectral vertices to arbitrary subsets of vertices, and give various examples. This work resolves two open questions of Chan et.~al. ["Quantum Fractional Revival on graphs". Discrete Applied Math, 269:86-98, 2019.]

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