Born's rule in the case of 3 entangled Bohmian qubits (A. Tzemos)
Channel: Academy of Athens
Date: 2022-01-20

Tuesday 18 January 2022

Athanasios C. Tzemos
Research Center for Astronomy and Applied Mathematics of the Academy of Athens

Abstract:

We will present and discuss our latest results on the interplay between chaos and entanglement in a three-qubit system made of coherent states of the harmonic oscillator. According to our numerical simulations, the increase of the dimensionality implies a larger number of chaotic-ergodic trajectories for any non-zero amount of entanglement,  in comparison with the two-qubit case. This leads us to make the conjecture that in n-partite systems with n greater than 3, the vast majority of the Bohmian trajectories are going to be chaotic-ergodic. Consequently Born's rule will be practically accessible to any arbitrary initial distribution of Bohmian particles.

Talk presented at the Research Center for Astronomy and Applied Mathematics of the Academy of Athens