Bipartite charge fluctuations in 3D metals encode Fermi surface geometry and quantum metric via a logarithmic term expressible as surface integrals of curvature and quantum metric tensors.
Jia, Generic reduction theory for fermi sea topology in metallic systems, Phys
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Fermi seas with the same Euler characteristic χ_F possess distinct fine-grained topological structures captured by a new structural resolution factor, which topological superconductors inherit to produce anomalous gapless boundary states.
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Fermi Surface Geometry from Charge Fluctuations in Three-Dimensional Metals
Bipartite charge fluctuations in 3D metals encode Fermi surface geometry and quantum metric via a logarithmic term expressible as surface integrals of curvature and quantum metric tensors.
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Fine-grained topological structures hidden in Fermi sea
Fermi seas with the same Euler characteristic χ_F possess distinct fine-grained topological structures captured by a new structural resolution factor, which topological superconductors inherit to produce anomalous gapless boundary states.