Review paper
Classification of ( 3 + 1 ) D Bosonic Topological Orders: The Case When Pointlike Excitations Are All Bosons
Abstract
Topological orders are new phases of matter beyond Landau symmetry breaking. They correspond to patterns of long-range entanglement. In recent years, it was shown that in 1+1D bosonic systems there is no nontrivial topological order, while in 2+1D bosonic systems the topological orders are classified by a pair: a modular tensor category and a chiral central charge. In this paper, we propose a partial classification of topological orders for 3+1D...
Paper Details
Title
Classification of ( 3 + 1 ) D Bosonic Topological Orders: The Case When Pointlike Excitations Are All Bosons
Published Date
Jun 22, 2018
Journal
Volume
8
Issue
2
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