70 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 paper establishes a generalized -pairing framework for interacting non-Hermitian Hubbard models in arbitrary dimensions, revealing novel phenomena such as asymmetric eigenoperators, spatially modulated states, and anomalous skin effects that unify and extend traditional symmetry concepts beyond Hermitian limits.
This paper characterizes Feshbach resonances in all lithium isotopologues by refining interaction potentials with spectroscopic data and threshold measurements, revealing that the heteronuclear system exhibits narrow, triplet-dominated resonances distinct from its homonuclear counterparts, thereby establishing a foundation for creating ultracold molecules across all isotopologues.
This paper proposes a scalable method to extract transport coefficients, such as the Hall response, in gapped quantum systems by reconstructing them from local static ground-state currents measured in quantum simulators, thereby bypassing the need for external forcing and time-resolved measurements.
This paper presents a third-order expansion of the Wigner-Kirkwood commutation function approximated via a diagonal position-space method to enable Metropolis Monte Carlo simulations of liquid Lennard-Jones He below 10 K.
This study utilizes exact diagonalization of spectral form factors and power spectra to demonstrate how trapped interacting rotating bosons transition from integrable or pseudo-integrable behavior in moderate interaction regimes to strong quantum chaos consistent with the Gaussian orthogonal ensemble in strong interaction regimes, driven by the interplay between interaction strength and rotational angular momentum.
The authors develop a Monte Carlo sampling algorithm to numerically evaluate the finite-temperature single-particle Green's function and spectral function for the repulsive Lieb-Liniger model across all interaction strengths and temperatures, including generalized Gibbs ensembles, with results showing excellent agreement against known limits.
This paper presents a mean-field study of the finite-temperature phase diagram of the disordered Extended Bose-Hubbard model, revealing how thermal fluctuations compete with quantum effects to melt Mott insulator and charge-density-wave phases into normal fluids or Bose glasses, with disorder further suppressing the stability of these insulating states.
This paper demonstrates that the symmetric and broken phases of scalar theory are related by a sign flip of the quartic coupling through the construction of interacting saddle point expansions, a finding that recovers known phase diagram results for dimensions below four and potentially offers new insights for four dimensions.
This paper demonstrates that by renormalizing the Dirac field in curved spacetime, the metric's temporal and spatial gradients naturally induce non-Hermitian phenomena—specifically nonunitary gain/loss and the non-Hermitian skin effect—thereby establishing a unified geometric framework that links spacetime deformations to non-Hermitian phases of matter.