A controlled expansion in s² for electrons with concentrated kinematics allows analytical calculations of spectral broadening, T-linear resistivity in bad metals, and spectral functions in Mott semimetals for Hubbard and Chern band models.
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Valley splitting in 2D Dirac fluids yields nonmonotonic viscosity via distinct transport regimes tied to band structure and scattering.
Direct observation of gapless moiré-Dirac quasiparticles forming topological nodal lines protected by non-symmorphic symmetry, with control via moiré periodicity.
Quantum geometry supplies 22-58% of the superfluid weight in MATBG, rising when remote bands are kept and peaking near nu = +/- 2.
citing papers explorer
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Controlled expansion for correlated electrons with concentrated kinematics
A controlled expansion in s² for electrons with concentrated kinematics allows analytical calculations of spectral broadening, T-linear resistivity in bad metals, and spectral functions in Mott semimetals for Hubbard and Chern band models.
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Valley-Controlled Viscosity of Two-Dimensional Dirac Fluids
Valley splitting in 2D Dirac fluids yields nonmonotonic viscosity via distinct transport regimes tied to band structure and scattering.
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Observation and Control of Moir\'e-Tailored Topological Dirac States
Direct observation of gapless moiré-Dirac quasiparticles forming topological nodal lines protected by non-symmorphic symmetry, with control via moiré periodicity.
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Band-basis decomposition of superfluid weight in magic-angle twisted bilayer graphene: Quantifying geometric and conventional contributions
Quantum geometry supplies 22-58% of the superfluid weight in MATBG, rising when remote bands are kept and peaking near nu = +/- 2.