Titlebook: Boundary Physics and Bulk-Boundary Correspondence in Topological Phases of Matter; Abhijeet Alase Book 2019 Springer Nature Switzerland AG

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Abhijeet AlaseNominated as an outstanding PhD thesis by Dartmouth College.Deepens understanding of topological phases via the bulk-boundary correspondence.Describes a generalization of Bloch‘s theorem and its appli

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Book 2019ver translational symmetry is broken solely due to arbitrary boundary conditions. The thesis begins with a historical overview of topological condensed matter physics, placing the work in context, before introducing the generalized form of Bloch‘s Theorem. A cornerstone of electronic band structure

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J. S. Rimmer,B. Hamilton,A. R. Peakerondence. We spell out the connections of the generalized Bloch theorem with the well-known transfer matrix method. We discuss how higher-dimensional systems and interfaces can be analyzed by extending generalized Bloch theorem.

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,Generalization of Bloch’s Theorem to Systems with Boundary,ondence. We spell out the connections of the generalized Bloch theorem with the well-known transfer matrix method. We discuss how higher-dimensional systems and interfaces can be analyzed by extending generalized Bloch theorem.

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2190-5053 .Describes a generalization of Bloch‘s theorem and its appli.This thesis extends our understanding of systems of independent electrons by developing a generalization of Bloch’s Theorem which is applicable whenever translational symmetry is broken solely due to arbitrary boundary conditions. The thes

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