70 papers
Using a self-consistent renormalization group approach, this paper demonstrates that strong coupling to thermal bosons can robustly enhance a superconductor's critical temperature by balancing density fluctuations and boson-induced attraction, with potential applications in cold atomic systems and van der Waals heterostructures.
Using large-scale quantum Monte Carlo simulations, this study reveals that infinite-range light-matter interactions in frustrated Rydberg atom triangular arrays lift ground-state degeneracy to induce a novel superradiant clock phase, replacing fragile classical order-by-disorder with a first-order transition driven by nonzero photon density and nonlocal ring exchange interactions.
This paper establishes the theoretical universality of analog quantum simulators under global control, introduces a direct quantum optimal control framework to synthesize complex effective Hamiltonians, and experimentally demonstrates the engineering of three-body interactions and topological dynamics on a Rydberg-atom array.
This paper derives a two-parameter Chern-Simons-Schrödinger energy functional to describe interacting anyons in a trap, revealing how their self-generated magnetic flux and spin-orbit interactions lead to nonlinear Landau levels, stable counter-rotating vortices, and a novel supersymmetry-breaking phenomenon.
This paper develops a universal effective field theory for the low-energy surface oscillations of self-bound superfluid droplets, deriving the normal-mode eigenfrequencies, identifying a critical instability for the breathing mode, and quantizing the resulting ripplons to describe multi-ripplon states in systems like Bose mixtures.
This paper presents a differential magnetic sensing technique using a cold-atom cloud in a magnetic quadrupole trap, which achieves milli-Gauss resolution by measuring the displacement of the trap center under field reversal to cancel common-mode noise without requiring spectroscopic interrogation.
This paper proposes a quantum simulation scheme using ultracold atoms in optical lattices to realize the three-band Emery model, enabling the study of high-temperature superconductivity in cuprates and nickelates on system sizes that are currently inaccessible to numerical methods.
This paper resolves the apparent contradiction between Kubo linear response predictions of odd elastic moduli in Hamiltonian systems and energy conservation by demonstrating that the geometry of strain perturbations introduces contact term corrections that reconcile quantum linear response with classical elasticity theory.
This paper introduces a fully digital protocol utilizing local projective measurements and unitary feedback to efficiently prepare algebraically correlated, a priori unknown ground states of frustration-free gapless quantum systems, with performance verified across various models and shown to reveal universal critical properties through transient cooling dynamics.
This paper demonstrates that the truncated Wigner approach can naturally incorporate Lee-Huang-Yang corrections for ultracold Bose gases by tailoring bare interaction parameters, thereby capturing quantum fluctuation effects and correlation dynamics that standard mean-field and extended Gross-Pitaevskii equation formulations fail to describe, particularly in regimes of strong interaction.
This paper presents a quantitative spectral study of unitary Fermi gases using an advanced pairing fluctuation theory with self-consistent feedback to explain recent experimental evidence of a pairing-induced pseudogap.
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 demonstrates that coupling a localized impurity to an integrable one-dimensional Bose gas induces unconventional low-energy quantum chaos driven by diffraction, a phenomenon that contradicts the typical high-energy emergence of chaos predicted by the Bohigas–Giannoni–Schmit conjecture.
This study combines variational analysis and molecular dynamics simulations to map the ground-state phase diagram of two-dimensional core-softened particles, revealing a rich landscape of cluster lattices, Bravais structures, and frustration-induced quasicrystals driven by competing length scales.
This paper challenges the traditional view that macroscopic fluctuations and spontaneous symmetry breaking are incompatible in Bose-Einstein condensation by proposing an alternative framework for the uniform ideal gas where the standard Bogoliubov quasi-average fails, and the observed phenomena are explained through the condensation of fluctuations and long-range correlations.
This paper proposes an efficient, spectrally accurate, and memory-economic numerical method combining a preconditioned conjugate gradient algorithm with an anisotropic truncated kernel method to compute the complex ground states of three-dimensional rotating dipolar Bose-Einstein condensates under strongly anisotropic traps, successfully addressing challenges like kernel singularities and fast rotation to reveal novel patterns such as bent vortices.
This paper clarifies the origin of the geometric contribution to the superfluid density in neutron star inner crusts by deriving its dependence on the pairing gap within a multi-band framework and demonstrating that accounting for corrections to Bogoliubov quasi-particle states, rather than just Hartree-Fock single-particle states, is essential for its emergence.
Using Monte Carlo simulations, this study reveals that soft-core bosons in shallow spherical traps form concentric icosahedral and dodecahedral shell clusters exhibiting non-uniform superfluidity that vanishes with heating while clusters persist, a phenomenon predicted to be observable in Rydberg-dressed atom bubble traps.
This paper proposes that triangular optical ladders hosting itinerant polarized dipolar bosons or pinned spin-1/2 dipoles provide a versatile platform for observing spontaneous chirality and exploring rich ground-state landscapes, including chiral superfluids and nematic phases, by leveraging geometric frustration to amplify dipolar interactions.
Using time-dependent density functional theory, this study reveals how impurity density and size govern the dissipation of persistent currents in fermionic superfluid rings by modulating the critical winding number for vortex emission and establishing distinct mobility regimes below and above the pair-breaking threshold.