Topological edge spectrum along curved interfaces
We prove that if the boundary of a topological insulator divides the plane into two regions,
each containing arbitrarily large balls, then it acts as a conductor. Conversely, we construct a …
each containing arbitrarily large balls, then it acts as a conductor. Conversely, we construct a …
A space-adiabatic approach for bulk-defect correspondences in lattice models of topological insulators
In space-adiabatic approaches one can approximate Hamiltonians that are modulated
slowly in space by phase-space functions that depend on position and momentum. In this …
slowly in space by phase-space functions that depend on position and momentum. In this …
C*-framework for higher-order bulk-boundary correspondences
A typical crystal is a finite piece of a material which may be invariant under some point
symmetry group. If it is a so-called intrinsic higher-order topological insulator or …
symmetry group. If it is a so-called intrinsic higher-order topological insulator or …