Higher order topological insulators (HOTIs) can provide an extension of the bulk-boundary correspondence associated with topological insulators, with more exotic physics behind localization of excitations at their boundaries and corners. Here, the authors propose a method for creating a class of HOTIs with unconventional boundary truncations, where the emergence of localized boundary modes of topological origin is associated with fractional Wannier centers and occurs across much broader parameter space in comparison with usual HOTIs.
- Changming Huang
- Alexander V. Kireev
- Victor N. Zadkov