Further Remarks on the Entanglement Entropy of Hopf links
Abstract
We study the connected sum of Hopf links in S3. Particularly, we compute the entanglement entropy (EE) as a function of the number of link components. We find evidence of lower and upper bounds for the entanglement entropy. We show that the SU(2) theory exhibits sensitivity to the parity of links. We also find evidence suggesting the existence of a well-defined limit of the large number of link components.
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