Topological Tricritical Ising Universality Class in One Dimension (opens in new tab)

Recent advances have revealed that quantum critical universality can be enriched by nontrivial topology. Here we study the tricritical point of the one-dimensional cluster O Brien-Fendley model and show that it realizes a topologically nontrivial tricritical Ising ($\text{TCI}^*$) universality class. The transition shares the local bulk conformal data of ordinary TCI criticality, while realizing a distinct symmetry-enriched topological sector,...