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Harmonic Analysis Operator Algebras and its Applications to Index Theory Topological Solid State Systems
Harmonic Analysis Operator Algebras and its Applications to Index Theory Topological Solid State Systems

Harmonic Analysis Operator Algebras and its Applications to Index Theory Topological Solid State Systems

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This in turn is of great relevance for applications in solid-state physics, in particular, Anderson localized topological insulators as well as topological semimetals. The book also contains a self-contained chapter on duality theory for R-actions. It allows to prove a bulk-boundary correspondence for boundaries with irrational angles which implies the existence of flat bands of edge states in graphene-like systems. This book is intended for advanced students in mathematical physics and researchers alike.
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