Semiclassical dynamics of neutral and charged composite excitations in insulators introduce a generalized quantum geometric dipole and require careful selection among inequivalent composite Berry curvatures based on spatial center definition.
Title resolution pending
5 Pith papers cite this work. Polarity classification is still indexing.
5
Pith papers citing it
years
2026 5verdicts
UNVERDICTED 5representative citing papers
Non-uniform Berry curvature in parent Chern bands induces momentum-space vortices in the chiral superconducting gap function, with the parent Chern number constraining vortex count independently of model details.
Excitons between moiré flat Chern bands acquire giant helical dipoles from Berry curvature, with displacement field driving a Frenkel-Wannier transition and formation of quadrupolar biexcitons.
Shift vectors are the intrinsic dipole moments of correlated electronic states, recovering prior shift current expressions as special cases.
Counterflow conductivity in magnetoexciton bands serves as a tunable probe of the quantum geometric dipole carried by interlayer excitons.
citing papers explorer
-
Composite Quantum Geometry and Semiclassical Dynamics
Semiclassical dynamics of neutral and charged composite excitations in insulators introduce a generalized quantum geometric dipole and require careful selection among inequivalent composite Berry curvatures based on spatial center definition.
-
Chiral superconductors from parent states with non-uniform Berry curvature: Momentum-space vortices, BdG topology, and thermal Hall conductivity
Non-uniform Berry curvature in parent Chern bands induces momentum-space vortices in the chiral superconducting gap function, with the parent Chern number constraining vortex count independently of model details.
-
Giant and Helical Exciton Dipole from Berry Curvature in Flat Chern Bands
Excitons between moiré flat Chern bands acquire giant helical dipoles from Berry curvature, with displacement field driving a Frenkel-Wannier transition and formation of quadrupolar biexcitons.
-
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.
-
Signatures of the Quantum Geometric Dipole of Interlayer Excitons in Counterflow Conductivity
Counterflow conductivity in magnetoexciton bands serves as a tunable probe of the quantum geometric dipole carried by interlayer excitons.