232 papers
By measuring microsecond-resolved spontaneous magnetization fluctuations in Dy2Ti2O7, researchers directly detected dynamical heterogeneity in a supercooled magnetic monopole fluid, observing a sharp bifurcation in monopole noise and the emergence of correlated current bursts that evolve with escalating spatiotemporal scales as the system approaches the glass transition.
This paper presents a general theoretical framework for Majorana box qubit parity readout across the dispersive-to-resonant crossover, demonstrating that while semiclassical factorization is quantitatively accurate in the dispersive regime, it introduces small but measurable deviations in the resonant regime when compared to exact numerical solutions of the Lindblad master equation.
This paper investigates a deformable spin-1/2 Ising chain under magnetic fields, revealing that longitudinal fields induce discontinuous thermal phase transitions with hysteresis, whereas transverse fields drive a continuous quantum phase transition, with both scenarios exhibiting distinct anomalies in magnetic and elastic properties.
This paper presents a unified magnetoelastic framework that explains ultrasound velocity anomalies in antiferromagnetic FeGe by attributing low-temperature and intermediate-temperature features to the hybridization of phonons with a field-dependent conical spin structure and a field-independent charge density wave, respectively, thereby quantitatively linking elastic softening to magnetic and electronic instabilities.
This study demonstrates that dilute Ir substitution in BaRuO preferentially occupies the central Ru(1) site, disrupting the molecular-orbital network to suppress the Néel temperature while inducing a coexistence of long-range zigzag antiferromagnetic order on the outer Ru sites and paramagnetic spins.
This paper investigates interaction-driven charge-density-wave states in twisted MoTe using a Landau-level mapping, revealing that the preferred CDW configuration depends on the twist angle relative to a magic angle and that these states can exhibit non-zero Chern numbers, offering a pathway to reentrant integer quantum Hall effects and competing with fractional Chern insulators.
This paper demonstrates that pump-probe spectroscopy can uniquely identify and distinguish fracton phases from traditional spin liquids by detecting specific signatures arising from three-dimensional anyonic braiding, the formation of multi-anyon bound states, and the lineonic mobility of fractionalized excitations.
This paper introduces an efficient preconditioning method derived from the metric tensor to accelerate gradient-based optimization of infinite projected entangled pair states (iPEPS), significantly improving computational efficiency and convergence for simulating strongly correlated quantum systems like the Heisenberg and Kitaev models.
Neutron scattering reveals that MnTiO₃ undergoes a sequence of magnetic transitions from G-type antiferromagnetic order to a noncollinear structure at lower temperatures, driven by intrinsic lattice buckling that induces exchange anisotropy and a complex interplay of competing magnetic interactions.
This paper demonstrates the reversible, non-volatile electric-field switching of chiral phonon angular momentum in ferroelectric BaTiO3, verified through circular dichroic resonant inelastic X-ray scattering and first-principles calculations, establishing a robust mechanism for phonon-based information and energy technologies.
This paper reports the successful synthesis of the first thin films of the ferromagnetic insulator Y2V2O7, demonstrating that they retain bulk-like magnetic transition temperatures while exhibiting a tunable magnetic anisotropy shift from in-plane to out-of-plane due to strain relaxation, thereby paving the way for strain-engineered topological magnon devices.
This paper analytically and numerically demonstrates that a quantum-dot-based Aharonov-Bohm interferometer with superconducting terminals is spectrally equivalent to a simpler side-coupled system, revealing how geometric factors and side-mode competition govern Andreev bound state spectra and induce a Josephson diode effect.
This paper systematically derives a dissipationless quantum kinetic equation for multi-band free fermionic systems using the Moyal product formalism to fully band-diagonalize dynamics and analyze second-order gradient corrections, revealing the critical role of quantum geometric tensors in band-resolved thermodynamics, nonlinear transport, and density-density response functions.
This paper investigates the transition from tomographic to conventional transport in two-dimensional Fermi liquids under a magnetic field by using a numerically exact solution of the linearized Boltzmann equation to demonstrate that a critical magnetic field causes one of two diffusive tomographic collective modes to disappear, leaving a remaining mode that becomes increasingly hydrodynamic at higher fields.
This paper proposes a refined classification of magnetic textures using differential geometry by introducing geodesic and torsional scalar spin chiralities to fully characterize noncoplanar states, and demonstrates that the geodesic scalar spin chirality induces novel emergent band asymmetry and nonreciprocal responses as a purely orbital quantum geometric effect.
This study demonstrates that stacking misfit layered chalcogenides with 1H-TaS induces anisotropic symmetry breaking in the charge-density wave state through a nonlinear coupling with the uniaxial moiré potential, while leaving the material's s-wave superconductivity largely unaffected.
This paper demonstrates that the failure of the quantum-inspired Matrix Product State approach to solve 3-SAT via imaginary time propagation is fundamentally caused by classical computational complexity, specifically the hardness of the #3-SAT counting problem, which manifests as an entanglement barrier and necessitates superlinear non-stabilizer resources.
This paper demonstrates that the spin-1 AKLT Hamiltonian can be realized in tunable quantum-dot arrays by deriving an effective bilinear-biquadratic spin model from half-filled Hubbard tripods, where specific hopping parameters and coupling geometries yield the characteristic singlet-triplet degeneracy while suppressing unwanted longer-range interactions.
This paper establishes that the late-time dynamical scaling of strong-to-weak spontaneous symmetry breaking in one-dimensional open quantum systems is universally controlled by the symmetry class of the Lindbladian rather than its spectral gap structure, resulting in exponential growth of the Rényi-2 correlation length for symmetry and algebraic, filling-dependent scaling for U(1) symmetry.
This study employs neural-network quantum states and Schrieffer-Wolff transformations to demonstrate that isotropic antiferromagnetic Heisenberg perturbations drive the toric code through a quantum phase transition into a fourfold-degenerate Néel phase, characterized by a critical point identified via fidelity and entanglement diagnostics.