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Kondo-lattice phenomenology of twisted bilayer WSe$_2$ from compact molecular orbitals of topological bands
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abstract
The discovery of superconductivity and correlated electronic phases in twisted bilayer WSe$_2$ (Xia et al., Nature 2024; Guo et al., Nature 2025) has generated considerable excitement. Accompanying the superconductivity and a correlated insulator phase is the Kondo-lattice-like phenomenology in transport properties. Here we consider how such phenomenology can develop when the combination of the active bands are topological. We advance a unique construction of compact molecular orbitals through a partial Wannierization that is symmetry preserving. The resulting Anderson lattice model provides the basis for a microscopic understanding of the experimental observation, including the involved energy scales. Our approach may apply to a broad range of settings where topology and correlations interplay.
Forward citations
Cited by 3 Pith papers
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Multi-Q spin-valley order in twisted WSe2
At ν=1 in 3.65°-twisted WSe2, Hartree-Fock predicts that the 120° antiferromagnet gives way to coplanar or non-coplanar multi-Q magnetic order with four ordering wavevectors and soft M-point spin fluctuations.
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Topological chiral superconductivity from antiferromagnetic correlations in moir\'{e} bands with extreme spin-orbit coupling
The energetically favored superconducting pairing in two strong-coupling models of twisted bilayer WSe2 is chiral and topological, with p/d wave mixing and Chern number ±1 or ±2.
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Topology and compact molecular orbitals in twisted bilayer WSe$_2$
The top two moiré valence bands of twisted WSe2, computed from first principles, carry Chern number C=+1 each and decompose into a compact f-orbital plus a topological c-orbital, giving ab initio parameters for effect...
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