论文标题
SU（N）1 Chern-Simons理论，Clifford组和熵锥
SU(N)1 Chern-Simons theory, the Clifford group, and Entropy Cone
论文作者
论文摘要
讨论了SU（N）1 Chern-Simons理论的熵锥。结果表明，稳定态可以由su（n）1中的拓扑操作员构建，但对于n奇数prime，而不是su（n）k； k> = 2。这意味着拓扑熵锥适当地包含在su（n）K的稳定器熵锥中； k> = 2。
Entropy cones for SU(N)1 Chern-Simons theory are discussed. It is shown that stabilizer states can be constructed from topological operators in SU(N)1 for N odd prime, but not for SU(N)K; K >= 2. This implies that the topological entropy cone is properly contained in the stabilizer entropy cone for SU(N)K; K >= 2.
