Intrinsic orbital Hall conductivity is expressed via orbital Berry curvature and quantum metric with term-by-term match to charge Hall geometry.
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Light-matter coupling expansion of the magnon Hamiltonian yields the Fleury-Loudon Raman vertex, directly connecting Raman circular dichroism to magnon band Berry curvature.
In the α-T3 lattice with on-site asymmetry, mean-field theory shows a superconducting gap that grows as a power law with interaction strength at flat-band filling, while the geometric part of the superfluid weight grows linearly and is enhanced by tuning α.
Shift vectors are the intrinsic dipole moments of correlated electronic states, recovering prior shift current expressions as special cases.
citing papers explorer
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Intrinsic orbital Hall effect in a nonuniform electric field
Intrinsic orbital Hall conductivity is expressed via orbital Berry curvature and quantum metric with term-by-term match to charge Hall geometry.
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Light-Matter-Coupling formalism for magnons: probing quantum geometry with light
Light-matter coupling expansion of the magnon Hamiltonian yields the Fleury-Loudon Raman vertex, directly connecting Raman circular dichroism to magnon band Berry curvature.
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Superconductivity and geometric superfluid weight of a tunable flat band system
In the α-T3 lattice with on-site asymmetry, mean-field theory shows a superconducting gap that grows as a power law with interaction strength at flat-band filling, while the geometric part of the superfluid weight grows linearly and is enhanced by tuning α.
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Generalized Shift Vector as the Intrinsic Dipole of Many-Body Correlated Electronic States
Shift vectors are the intrinsic dipole moments of correlated electronic states, recovering prior shift current expressions as special cases.