A bstract Pseudo-entropy and SVD entropy are generalizations of the entanglement entropy
that involve post-selection. In this work we analyze their properties as measures on the …

Knot theory is actively studied both by physicists and mathematicians as it provides a
connecting centerpiece for many physical and mathematical theories. One of the …

We study the connected sum of Hopf links in $ S^ 3$. Particularly, we compute the
entanglement entropy (EE) as a function of the number of link components. We find …

The recent developments in the study of topological multi-boundary entanglement in the
context of 3d Chern-Simons theory (with gauge group $ G $ and level $ k $) suggest a …

The entanglement entropy of many quantum systems is difficult to compute in general. They
are obtained as a limiting case of the Rényi entropy of index m, which captures the higher …

The entanglement entropy of many quantum systems is difficult to compute in general. They
are obtained as a limiting case of the Rényi entropy of index m, which captures the higher …