Speaker
Description
Entanglement measures are considered genuine if they yield zero for any n-party states that lack essential n-body entanglement. Numerous genuine multipartite entanglement measures have been discovered heuristically. For instance, mutual information and genuine multi-entropy are genuine and are composed of a specific selection of replica permutations and their combination. However, there is a lack of a general classification criterion for these specific choices of replica permutations and their combination. To address this issue, the presenter attempted to construct a general framework to extract the hierarchy of multipartite entanglement measures and classify known entanglement measures. (At the time of registration, this effort has not been successful.)