Kavli Affiliate: Natalia Chepiga | Summary:We investigate quantum criticality in the transverse-field Ising model on finite Cayley trees and demonstrate that their extensive boundary fundamentally changes the nature of the quantum phase transition compared with the infinite, boundary-free Bethe lattice. Using tree tensor-network simulations for systems with up to $N=12286$ sites, we identify a boundary-driven […]
Continue.. Quantum Ising transition on the Cayley tree: boundary criticality, universality, and an effective Bethe line