Topological edge modes in k-periodic lattices are characterized by eigenvalues of the leading principal submatrix of the symbol function, enabling analysis of protected interface states in damped and disordered multi-band systems.
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Topologically protected interface modes in multi-band damped lattice models
Topological edge modes in k-periodic lattices are characterized by eigenvalues of the leading principal submatrix of the symbol function, enabling analysis of protected interface states in damped and disordered multi-band systems.