258 papers
This paper demonstrates that a lattice gauge theory on a multi-graph with an odd number of links exhibits symmetry-protected topological order and charge deconfinement via fractionalized solitons, driven by a Peierls-like instability that intertwines gauge flux ordering with bond order waves.
This study identifies EuAgSb as a model material for a Fermi surface-driven spiral spin liquid, where diffuse neutron scattering and Monte Carlo simulations reveal that quasi-2D hole-mediated interactions create a manifold of nearly degenerate spin modulations, offering new design principles for materials with intertwined electronic, magnetic, and topological properties.
This paper establishes that finite non-invertible symmetries in 3+1d without topological line operators necessarily act invertibly on local operators, leading to a decomposition of general non-invertible symmetries into invertible actions and gauging interfaces, and deriving necessary conditions for such symmetries to be anomaly-free.
This study demonstrates that in the van der Waals material UTe, strong Kondo hybridization between U 5 and Te states reconstructs the electronic structure and suppresses the charge density wave instability that would otherwise arise from Fermi-surface nesting.
This study demonstrates that the equation-of-motion coupled-cluster (EOM-CC) method accurately predicts the resonant inelastic x-ray scattering (RIXS) spectra of the $5d^1_2_6T_{2g}$ modes in shaping spectral fine structure.
Using neutron spectroscopy, researchers directly detected the magnetic signature of chiral phonons in ferrimagnetic FeZnMoO below its Curie temperature, revealing strong magnon-phonon coupling and establishing neutron scattering as a powerful tool for probing the magnetic character of these excitations.
This study provides experimental evidence of intrinsic -wave altermagnetism in rutile-structure NiF using X-ray magnetic circular dichroism (XMCD), demonstrating that the observed signal is a superposition of altermagnetic and weak ferromagnetic contributions that can be successfully isolated through specific magnetic field protocols.
This paper develops a gauge-invariant Hartree-Fock framework to compute orbital magnetization in magic-angle twisted bilayer graphene, demonstrating that remote bands make substantial contributions to both orbital magnetization and self-rotation terms, necessitating careful convergence for accurate evaluation of magnetic responses in correlated moiré systems.
Through high-field Rb NMR measurements on the triangular-lattice antiferromagnet RbNi(SeO), the study provides evidence for a magnetic up-up-down phase and two distinct gapless regimes consistent with spin supersolid phases, while revealing a unique negative slope in the UUD-V phase boundary driven by strong low-energy spin fluctuations.
This paper establishes a theoretical framework for light-induced skyrmion generation in frustrated magnets by demonstrating that Laguerre-Gaussian beam irradiation nucleates skyrmions through distinct mechanisms—stochastic thermal nucleation in the ferromagnetic phase and thermal annealing in the skyrmion-lattice phase—depending on the thermodynamic region.
The paper introduces O-Sensing, a protocol that uses parsimony-driven optimization and spectral entropy maximization to reconstruct the Hamiltonian, interaction geometry, and symmetries of a quantum many-body system directly from a few low-lying eigenstates, even when the underlying connectivity is unknown.
This paper resolves the phase diagram of the pyrochlore spin ice by mapping its monopole-free limit to 3D loop-gas models to classify topological sectors and demonstrate how thermal monopoles round phase transitions into continuous crossovers, a framework validated by classical Monte Carlo simulations.
This study reveals that the dynamics of charge-density-wave puddles in 2-NbSe give rise to a novel Fano-coupled phonon-CDW hybrid mode, characterized by a low-frequency overdamped oscillation that emerges below 17 K and highlights the critical role of lattice pinning and electronic correlations in stabilizing incommensurate CDW order.
This study demonstrates that ultraclean, coherently strained CaVO thin films exhibit Fermi liquid behavior, quantum oscillations revealing three distinct charge carriers, and a dominant non-saturating linear magnetoresistance, highlighting the complex interplay between multiple carriers and correlations in orthorhombically distorted perovskites.
This study demonstrates that exchange hierarchy and lattice distortion in the distorted kagome magnet drive emergent dimensional reduction, reorganizing the system into weakly coupled spin chains that suppress three-dimensional magnetic order and stabilize a robust quantum-disordered state down to ultralow temperatures.
Using microscopic-area angle-resolved photoemission to overcome surface termination challenges, this study reveals a dichotomy in electron-phonon interactions within PdCoO, characterized by weak coupling in the bulk and at CoO-terminated surfaces, but surprisingly strong polaronic coupling at the metallic Pd-terminated surface.
This paper demonstrates that spiral magnets enable the precise, topologically protected positioning of bimerons via a rotating magnetic field, which displaces them by exactly one spiral period per rotation, offering a low-power alternative to traditional pinning-based racetrack memory.
This paper presents a quantum transport theory coupling nonequilibrium electron-hole dynamics with classical magnetic moment evolution to explain how femtosecond laser pulses excite magnons in 2D antiferromagnetic semiconductors via spin-transfer torque from unbound carriers and excitons, ultimately predicting that these magnons can pump detectable charge currents as a novel experimental signature.
This study reveals a rich phase diagram in semimetallic rhombohedral hexalayer graphene, characterized by electric-field-driven band inversion, dual-carrier superconducting-like states, and a novel ferroelectric orbital magnetism that exhibits sharp, reversible magnetic switching under unipolar electric fields.
This paper demonstrates that noninteracting -state Fock parafermions on a one-dimensional lattice can be mapped to simpler -state parafermions (or fermions when is a power of two), enabling the construction of solvable parafermionic Hamiltonians with single-particle spectra identical to their fermionic counterparts.