Előadó: Szalay Szilárd (Wigner FK SZFI)
Előadásának címe: Alternatives of entanglement depth and metrological entanglement criteria
Dátum: 2025. június 3. kedd, 10 óra
Helyszín: 1-es épület tanácsterem
Összefoglaló:
We show that the Quantum Fisher Information in quantum metrology, which can be bounded from below in experiments, provides a lower bound on the Average Size of Entangled Subsystems. This is a particular case of a new kind of multipartite entanglement criterion, restricting the relative weights of the pure states of different average sizes of entangled subsystems in the mixed state. We illustrate the strength of this convex criterion and compare it to the original metrological entanglement criterion given by the entanglement depth.
[1] Sz. Szalay and G. Tóth, Quantum 9, 1718 (2025)
[2] Sz. Szalay, Quantum 3, 204 (2019)
