Authors predict and experimentally observe 4D tensor singularities evolving into 3D Euler-class descendants in a superconducting circuit via non-Abelian quantum geometry measurements.
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Engineering zigzag edges in graphitic structures yields four topological classes whose domain intersections produce massless corner states, plus massive localized states with angular momentum at smooth walls.
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Probing Tensor Singularities and Their Euler-Class Descendants via Non-Abelian Quantum Geometry Measurement
Authors predict and experimentally observe 4D tensor singularities evolving into 3D Euler-class descendants in a superconducting circuit via non-Abelian quantum geometry measurements.
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Bound States in Second-order Topological Graphitic Structures
Engineering zigzag edges in graphitic structures yields four topological classes whose domain intersections produce massless corner states, plus massive localized states with angular momentum at smooth walls.