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Found 2 swedish dissertations matching the above criteria.
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1. Topology Meets Frustration : Exact Solutions for Topological Surface States on Geometrically Frustrated Lattices
Abstract : One of the main features of topological phases is the presence of robust boundary states that are protected by a topological invariant. Famous examples of such states are the chiral edge states of a Chern insulator, the helical edge states of a two-dimensional Z2 insulator, and the Fermi arcs of Weyl semimetals. READ MORE
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2. Solvable Topological Boundaries
Abstract : The hallmark of topological phases of matter is the presence of robust boundary states. In this dissertation, a formalism is developed with which analytical solutions for these states can be straightforwardly obtained by making use of destructive interference, which is naturally present in a large family of lattice models. READ MORE