Speaker
Roberto Franzosi
(DSFTA - Università di Siena)
Description
We derive the Fubini–Study metric, which endows the manifold of multi-qubit quantum states with a Riemannian structure.
We then explore the deep relationship between this Riemannian structure—defined on the projective Hilbert space of the system—and the entanglement properties of the states it contains.
Thus, we derived a measure of entanglement, the Entanglement Distance (ED), a quantity preliminarily introduced in Ref. [PhysRevA.101.042129].
| Sessions | Foundational studies |
|---|---|
| Invited | No |
Authors
Lorenzo Capra
(DSFTA - Unisi)
Lucio De Simone
(DSFTA - Uniti)
Roberto Franzosi
(DSFTA - Università di Siena)