The authors show the emergence of a vortex triplet and a topological vortex lattice as a consequence of the combined effect of a magnetic ring and the uniform electric field onto a homeotropic nematic liquid crystal.

The authors show the short range-order of labyrinthine patterns as a single wavenumber behavior, classify different types of labyrinths, and reveal the bifurcations between them.

The authors study the coupling of two SYK models with U(1) symmetry and show the onset of various phases with holographic duals

This article describes a class of nonlinear topological mechanical systems whose continuum elasticity displays connections with the supersymmetric field theory introduced by Witten and Olive.

The authors show the emergence of secret keys in the BB84 protocol in the low-loss regime.

The authors show that an ultrashort, relativistic intensity laser pulse can propagate for hundreds of Rayleigh ranges in a prepared neutral hydrogen channel by generating its own plasma waveguide as it propagates.

The authors test a shortcut-to-adiabaticity scheme by directly countering diabatic transitions which occur during several experiments with time-dependent, many-level systems of ultracold atoms in a synthetic lattice.

The authors summarize the dissipative extensions of spontaneous wavefunction collapse models and derive new exclusion limits on the parameters of different models from an experiment based on a micromagnet levitated by Meissner effect.

The authors show that when the operation of a quantum machine drives the working substance across a phase transition, its finite-time thermodynamics is universal.

This work reports a direct relation between a quantum entanglement entropy and photon observables for a topological chain embedded in a microwave cavity.

This work explores the behavior of quantum particles hopping on a comb-like lattice with structural disorder. The authors find a family of exact states with strictly zero localization length, which survive the addition of interactions.

The authors present quantum dynamics calculations on strongly anisotropic Li + CaH collisions at ultralow temperatures in the presence of an external magnetic field, and show the role of vibrational degrees of freedom in determining the properties of magnetic Feshbach resonances in ultracold atom-molecule collisions.

This work discusses the transport properties of light-induced electronic Floquet states in solids. The authors provide an interpretation of the Hall conductivity in periodically driven graphene as a geometric-dissipative effect.

This article shows that a significant part of the set of quantum correlations can be derived from basic Bayesian principles about how agents should assign probabilities to the outcome of their experiments.

The authors show a quantum state tomography scheme with excitation counting for bosonic systems

This work introduces a first-principles many-body framework to describe resonant inelastic x-ray scattering as a coherent sum of pathways between excited many-body states.

The authors discuss a nonlinear stimulated Raman adiabatic passage realizable in cavity-QED networks and show an strategy to enhance the efficiency of population and quantum state transfer in the presence of chaos.

The authors propose an explanation to the hidden nematic state in Fe-based superconductors based in the onset of an antiferro bond

The authors develop a supervised autoencoder to perform forward and inverse design of graphene kirigami. By interpolating in the latent space of kirigami structures, the supervised autoencoder generates designs that mix parallel and orthogonal cuts.

This paper reports reports on the spin-orbit exciton and its crystal-field splitting in $\alpha$-RuCl${}_3$, as observed in Raman and infrared spectroscopy and show the onset of a j=1/2 scenario and signatures of dominant Kitaev exchange.

The authors show the emergence of stable self-propelled bound defects in monolayers of active nematics due to alignment of active particles to their self-generated flows, generating virtual full-integer topological defects in the form of vortices and asters.

This papers connect superradiance in rotational black holes with the physics of circularly moving impurities in weakly interacting Bose gases.

The authors show that the axionic physics attributed to Weyl-Charge-density waves is captured by the single-particle states in mean-field theory

This work proposes a chiral photocurrent transverse to the direction of an external magnetic field in response to linearly polarized light in Weyl semimetals with reflection symmetry, including the TaAs class of materials.

This work studies the failure mechanisms in amorphous solids at nanometer scales.

The authors propose to explore the electronic states of chemistry models using fermionic cold atoms trapped in an optical lattice as a simulator. They show that different schemes can be used to induce an effective repulsion among these simulated electrons, and numerically benchmark the effect of discretization for simple molecules.

The authors devise protocols of state engineering by weak measurements, in order to steer a two-qubit system into an arbitrary, pre-designated state.

This work shows that a high power pulse of laser light propagating in a relativistically transparent target plasma self-focuses, enhancing the laser intensity achieved and the energies to which plasma ions are accelerated.

This work shows that surface friction in hydrogels display similar features as internal friction in other solids, on different scales.

This work studies the impact of social hierarchy on the swarming transitions and reveals a non-monotonic change in the discontinuities in the first-order phase transitions

This work describes a method for the generation of one and two-color ultra-short X-ray free-electron-laser pulses, based on tailoring the Coulomb interaction between the electrons of a highly compressed beam in the nonlinear regime.

Experiments on graphene nanojunctions reveal light emission with a Planck spectrum. The origin of light emission can thus be traced back to hot electrons in the nanojunction.

The authors show several experimental indications of superconductivity with the onset above 40 K in multiphase strontium ruthenate doped by rhenium and selenium.

Flow-driven segregation of non-spherical-particle mixtures can be predicted from the particle volume ratio for a broad range of particle shapes and sizes

The authors establish the phase diagram of a paired hardcore boson model on a pyrochlore lattice and finds the U(1) Coulomb liquid is stable with boson pairing interaction.

This paper reports the observation of a second-order phase transition at 6 K related to charge disproportionation in the organic spin-liquid candidate using nuclear quadrupole resonance technique that can be sensitive to both spin and charge dynamics.

The authors describe the phase boundary of a symmetry protected state in one dimension spanned by two parameters as a topological obstruction for the interacting charge pump associated with the symmetry breaking parameter as the third dimension.

The authors study the distribution of Hessian elements of amorphous systems, which contain a preponderance of small elements, characterized by a singularity that depends only on the decay of the interaction potential near the cutoff distance.

The authors show the emergence of a vortex triplet and a topological vortex lattice as a consequence of the combined effect of a magnetic ring and the uniform electric field onto a homeotropic nematic liquid crystal.

The authors propose a theory of impurity-induced anomalous Hall effect in chiral superconductors at the one-loop approximation, without resorting to vertex corrections.

This work investigates how much randomness can be obtained by measuring partially or maximally entangled quantum states in a Bell-type experiment.

This paper shows how different kinds of relational data can be exploited to improve the prediction of new links in multi-layer complex systems, from protein interactions to social networks

This paper points out a discrepancy of ionic and electronic Seebeck coefficients, which results from the different conservation laws for ions and electron-hole pairs.

The author shows that the scaling of the Anderson transition points to the non-ergodicity of the metal in a disordered random-graph.

The authors theoretically design nickelate high $T_c$ superconductors, exploiting mixed anion strategy and discuss relevance of these designed materials to the recently discovered superconductor (Nd,Sr)NiO${}_2$.

The authors show that many-body localization in the random-field Heisenberg chain is accompanied by a spin freezing mechanism, leading to chain breakings.

The authors use first-principles calculations to show that the interaction between graphene and metal ions is stronger than van der Waals interaction, and is of a different nature.

This work studies the effect of quasiperiodicity on topological Thouless pumps realized by atomic gases in optical lattices, and shows that the pumped current is quantized up to exponentially small corrections.

The authors show the short range-order of labyrinthine patterns as a single wavenumber behavior, classify different types of labyrinths, and reveal the bifurcations between them.

This work characterizes the near-thermal criticality of the mobility edge for interacting Bosons on a lattice. The authors find full localization in a confined setup as observed in the experiment.

The article analyzes the robustness of corner modes in higher-order topological photonic crystals, concluding that these systems are reducible to a chirally symmetric limit.

The authors study the dynamics driving the semiconductor -excitonic insulator phase transition in Ta${}_2$NiSe${}_5$ using Raman spectroscopy.

The authors show how the coupling of the orbital order with the defect chemistry leads to a local polarization in the oxygen-deficient Jahn-Teller distorted material LaMnO₃

The authors show the hydrodynamic generation of a stable dark soliton pair in an exciton polariton condensate. Within the optical bistable regime, the soliton pair propagates for tens of microns in the microcavity plane.

The authors discover a weak incommensurate charge density wave state with a mixed character of dimensions in the superconductor Ta${}_4$Pd${}_3$Te${}_{16}$.

The authors introduce a family of electromagnetic anapoles and show an application.

The authors report on photogenerated ensembles of interlayer excitons in two-dimensional materials exhibiting distinct signatures in accordance with predicted criticalities of a degenerate many-body ground state, such as a Bose-Einstein condensate.

The authors examine complex three-dimensional polarization in the interference of several vector waves with different commensurable frequencies. They describe knots formed by such polychromatic vector fields, as well as their spin and polarization properties.

This paper investigates the bulk rectification effect under out-of-plane magnetic field in a noncentrosymmetric three-dimensioanl superconductor PbTaSe${}_2$. The authors show a giant enhancement of the nonreciprocal magnetotransport during the superconducting transition and a sign reversal.

The authors use a boundary on boundary method to show that a single branch of chiral Majorana mode appears as an intrinsic property of superconductors in the absence of spin-orbit coupling.

The authors find that the magnetostructural coupling in MnAs arises from an orbital-specific competition between exchange energies and kinetic energies, which may give rise to an exotic paramagnetic state.

The authors develop a framework for political behavior of a population influenced by a heterogeneous environment in continuous time, incorporating tribalism and repulsion from dissonant ideas.

The authors use first-principles calculations and experimental measurements to analyze the formation of electron polarons at intrinsicpoint defects in lithium niobate. They provide structure models forfree, bound, and bipolarons and propose a microscopic explanation forthe observed two-path recombination of bipolarons.

The authors use algebraic-geometry tools, secant varieties, and l-multilinear ranks, to present an entanglement classification of generic n-qubit pure states under stochastic local operation and classical communication that is based on a finite number of families and subfamilies.

This work proposes an optical method to imprint superlattice structures in two-dimensional electronic systems such as graphene, and shows the applications of this tunability.

This work provides a mathematical framework for analyzing the cascading process of realistic multiplex networks, where each layer has a spatial structure of communities.

The authors study the relation between correlations, initial preparation of a quantum system, and non- Markovianity by investigating the case of harmonic dynamics.

This work shows how to obtain terawatt isolated attosecond pulses from relativistic Doppler harmonics produced out of laser-solid interactions at ultra-high light intensities

This work studies the pressure dependence of the superfluid density through the magnetization measurements in a layered organic superconductor and finds that the superfluid density is pressure-independent while the transition temperature substantially decreases.

The authors study the structure of spin correlations in SU(N) quantum magnets and reveal a common structure across many lattices that persist in a large range of temperatures

The authors show transient optical properties of fused silica and attribute them to a polarization-dependent absorption channel.

The authors show that the dynamics of Quantum Stochastic Walks on a Quantum Network, structured as a Neural Network , allow for Noise-robust discrimination of quantum states.

This paper provides an algorithm to compute fractional part of the charge around an arbitrary corner of a terminated crystal: instead of using the eigenstates of the terminated crystal, only bulk and ribbon eigenstates are required

The authors study the Tm-based materials, showing their phase diagram and making predictions for the evolution of the magnetic properties with the external magnetic field.

The authors show that oscillating bound states in the continuum exist for a non-Markovian giant atom coupled to an infinite waveguide at three or more points The bound state is confined in a finite region of the waveguide and exchanges energy with the giant atom persistently despite the presence of the dissipative environment

The authors perform finite-temperature simulations of the extended Kitaev model by the recently developed thermal tensor-network approach, and show the onset of a Kitaev fractional liquid with emergent Curie law of magnetic susceptibility.

Authors introduce the concept of collisional models for Brownian particles, in which the system is sequentially placed in contact with distinct thermal environments and external forces.

This work investigates correlated uncertainties in the antiproton-carbon absorption cross sections that enter the measurements of cosmic-ray fluxes by the AMS-02 experiment.

The authors study neodymium thin films and observe a cross-over behavior in magnetoresistance, which is ascribed to the field-induced ferromagnetism at low temperature.

This work discusses a modified slave-boson representation of the t-J model, which accounts for spinon-holon bound states and gives rise to a metallic pseudogap phase with sharp, Fermi-arc like features in the electron spectral function.

This paper reports a plateau in the magnetization of the triangular lattice antiferromagnet $F{e}_{1/3}Nb{S}_2$ using Ab initio calculations

The authors use helicity conservation to show that dipolar behavior is not limited to small particles under plane wave illumination

The authors propose a new architecture for quantum networks based on both pure and mixed entangled states, which protects against unauthorized key generation by dishonest end-users

The authors investigate the $K\mathrm{\Gamma }{\mathrm{\Gamma }}^{\prime }$ model in a magnetic field along $[111]$. Quantum order-by-disorder gives rise to a nematic paramagnetic phase, that breaks lattice-rotational symmetry spontaneously and exhibits a characteristic pseudo-Goldstone mode.

This work uses the Dicke model to demonstrate how to recover initial information through local measurements after the initial information has been scrambled into the entire many-body system

This work presents protocols in different setups formed by second-order topological superconductors to nucleate,exchange, and fuse Majorana zero modes for non-Abelian braiding andholonomic quantum gate operations.

This paper shows how heterogeneity in gene expression is a key-feature for evolution, which prevents extinction occurring due to the accumulation of random detrimental mutations and provides a mechanism for speciations.

This paper studies irreversible deposition of dimers onto bonds of the square and triangular lattices subjected to valence restrictions and explore how this restriction affects jamming densities and percolation thresholds.

The authors develop a Poisson Kalman filter and apply to the problem of neonatal infections, and postinfectious hydrocephalus disease

This paper analyzes the resonance of the terahertz third harmonic generation in a multiband disordered superconductor NbN based on first-principles electron-phonon calculations, and shows that the leading contribution for the resonance comes from the Higgs amplitude mode with no polarization-angle dependence in the dirty regime.

The authors show the creation of a classical radiation field containing infinitely-many long wavelength quasiparticles, in addition to several conventional excitations, using an experimental probe incident on a quantum system.

The author proposes scanning charge qubit microscopy as a way to visualize dissipative charge carrier dynamics in low-dimensional quantum materials.

This work demonstrates that the physics of most chiral topological phases of matter poses an obstruction to sign-problem-free quantum Monte Carlo simulations.

This paper constructs an exactly solvable path integral and Hamiltonian for a (3+1)-dimensional symmetry protected topological phase hosting the given symmetry-enriched topological phase at its surface.

This work shows that a single defect site brings integrable spin-1/2 and spin-1 models to the chaotic domain. The correlation hole and the off-diagonal elements of observables detect this transition despite the presence of symmetries.

The authors develop a theoretical framework for the interactions of coherent phonons with magnetic order that predicts phonon analogues of the inverse Faraday and inverse Cotton-Mouton effects

The authors study entanglement growth in inhomogeneous spacetimes, with a particular focus on a Rindler spacetime, where correlations do not propagate within straight light cones, and find that the entanglement entropy grows sublinearly and is asymptotically constant in a long-time limit.

The authors use soliton self-compression of high-energy laser pulses in gas-filled hollow capillary fibers to generate infrared sub-femtosecond field transients as well as tunable few-femtosecond pulses from the ultraviolet to the near infrared

The authors use numerical simulation to study the properties of waves in oscillatory media sent out by a pacemaker. By comparing different oscillator types and pacemaker properties, they quantify which factors determine the speed of these waves, which are often used by biological systems to transmit information and synchronize processes.

This work investigates weak dependence on gravitational waveform models in the extraction of information about neutron stars.

The paper provides a method to decompose noisy, non-stationary, complex signals and apply it to 40 years of daily sea ice extent data.

The authors discover strain insensitive transport angles in the ballistic and diffusive transport regimes of graphene and propose to use this effect as a reference piezoresistor.

This paper shows that a chain of coupled qubits, interacting strongly with extremely noisy resonators, can still display all the hallmarks of significant quantum complexity and pose an intractable simulation problem for supercomputers.

The structure of symmetries and anomalies of a (3+1)d U(1) gauge theory is characterized and classified.

The authors derive a formula to compute relative ’t Hooft anomaly to characterize symmetry-enriched topological phases

The authors show that in the non-Hermitian Su-Schrieffer-Heeger model, a topological semimetal phase with exceptional points is stabilized due to deformations of the generalized Brillouin zone. Each energy band is divided into three regions by cusps and exceptional points on the generalized Brillouin zone.

The authors develop a microscopic theory of the bulk-boundary correspondence and phase transitions in open non-Hermitian systems using a generalized biorthogonal polarization.

The authors analyze the spreading of information in a spin chain with long-range interactions and find new speed limits for quantum information scrambling based on numerical computations

This work shows that collective effects arising due to infinitely long-ranged dipole-dipole interaction among thirty quantum emitters can protect the routing of single photons from spontaneous emission loss in a chiral waveguide quantum electrodynamics ladder.

The authors study the coupling of two SYK models with U(1) symmetry and show the onset of various phases with holographic duals

This work investigates the interplay between coherent and dissipative dynamics by observing loss of bosonic doublons in the presence of strong three-body decay rates. The authors find that only a non-trivial combination of a beyond standard Bose-Hubbard lattice model and modified on-site three-atom dynamics explain the experimental findings.

This work studies the effect of spin-orbit coupling on the hot carrier relaxation in single-layer MoS${}_2$ and WSe${}_2$, resolving the influence of optical and acoustical phonons. Additionally, it reveals that the internal quantum efficiency in WSe${}_2$-based tunneling devices should be higher than in MoS${}_2$-based systems.

This work introduces a tensor-network algorithm for nonequilibrium quantum impurities coupled to finite leads which in turn are weakly coupled to Lindblad reservoirs, to allow for a nonequilibrium steady state while capturing many-body correlations as in the equilibrium numerical renormalization group

English dialect maps are used to infer how linguistic features are copied. Copying driven by conformity, generating surface tension, appears more likely than proportional copying, which creates patterns driven by noise

This paper reports five-dimensional cooling and the nonlinear dynamics of a levitated nanoparticle in a vacuum. Three center-of-mass motion modes and two torsional vibration modes of a levitated nanodumbbell in a linearly polarized laser are cooled simultaneously.

The authors show how a bargaining game between energy and entropy builds up statistical mechanics.

This paper presents a state-selective analysis on the photoionization mechanisms and fragmentation dynamics of the H${}^{+}$ + H${}^{+}$ dissociation channel in NH${}_3$ upon direct single-photon double ionization.

The authors design in silico a graphene-based van der Waals heterostructure where purely two-dimensional electronic transport generates nonequilibrium spin density in all spatial directions, due to scattering of impurities or potential barriers.

The authors provide a framework for mapping a non-Markovian open quantum system onto a Markovian one using the idea of pseudomodes.

The authors characterize the nonlinear dynamics of complex chemical reaction networks using a master equation approach and show that both normal and non-normal systems can exhibit non-monotonic dynamics while only non-normality can lead to non-monotonic Rényi entropy.

The authors study the magnetoelectric effect in semiconductor quantum wells, linking its microscopic origin to the manipulation of orbital antiferromagnetic order of the confined charge carriers.

The authors construct a tensor representation of scalar and spin-weighted spherical harmonics, that enables an algebraic spherical decomposition of scalar- and tensor-valued functions.

The author proposes a qubit-environment entanglement measure that lead to pure dephasing of the qubit.

The paper proposes a model to identify optimal cluster stability in heterogeneous adhesion and shows that cluster rupture proceeds as a multistep discrete process, in which one of the bond sub-populations ruptures first, followed by the others.

This work uses ultrafast electron diffraction to capture a movie of a rotational wavepacket in nitrogen molecules that were impulsively aligned by a femtosecond laser pulse.

The paper reveals that emulation of the black-hole environment in a ring-shaped BEC with non-uniform local sound speed suppresses instabilities in the supersonic region, by a smooth gradient at the white-hole horizon. Further, no Hawking-radiation is generated if the ring’s radius falls below a critical value

This paper generalizes the concept of Gruneisen parameter to include the response of the system to interaction modulation and establishes an identity relating various Gruneisen parameters for a dilute quantum gas.

The authors show that neural networks exhibiting noise-induced rhythms, also known as quasi-cycle oscillations, can synchronize through out-of-phase locking depending on the noise intensity and the size of the coupling delay

This paper experimentally presents the tradeoff relation between the internal and external entanglement in the photonic system where the different degrees of freedom of twin photons are used.

The authors develop a method for dimensionality reduction of generic nonlinear dynamical systems using Zwanzig-Mori memory functions, and apply it to biological examples.

The paper presents a collision-model description of quantumoptics for an arbitrary configuration of many emitters.

This work investigates the topological phase transition driven by the interplay between long-ranged magnetic order and fractionalized spinons, as well as Zeeman coupling, in honeycomb lattice magnets, and shows the onset of a thermal Hall signature near the quantum critical point due to the proximity effect.

The authors show that many-body localized systems can have a volume-law which is stable against measurements, but only for certain measurement bases, and explain it on the basis of an an interplay between the measurements and the system’s integrals of motion.

This work explores the interplay between quenched disorders and nonequilibrium drive that determines the emerging universal scaling behavior in a number conserving one-dimensional driven diffusive model with exclusion.

The authors propose a Gaussian-based theory to study dipolar droplets that reveals the onset of liquid-gas phase transition as well as showing the emergence of a self-bound gas-phase dominated by the squeezed condensate.

The authors show that an on-chip realization of a PT-symmetric quantum device is possible within current experimental parameters by combining various state-of-the-art components of semiconductor-superconductor circuit QED architecture.

The authors explore the influence of a supernova explosion at about 50 parsecs and find that it would trigger a small increase in global average temperature, with minor changes in atmospheric transport and precipitation patterns.

This paper discusses a hybrid quantum liquid state in hydrogen-bonded strongly correlated electron systems.

This paper shows that chromosome contact maps are characterized by two distinct fractal dimensions

This work explores the two-star Majorana representation of adiabatic and superadiabatic stimulated Raman passage in a three-level system. The authors derive the counteradiabatic Hamiltonian and provide a generalization of this geometrical picture to mixed states.

This work uses a three-dimensional mesoscopic vision and time-dynamics evolution to study silicon under ultrafast laser irradiation conditions, and shows how the crystal lattice is destabilized and turns periodically into an amorphous state.

The authors investigate the nonlinear electric transport phenomena in the parity-violating magnets, namely odd-parity magnetic multipole systems. The nonlinear responses in the presence/absence of the magnetic field arise from the spin-orbit-coupled electronic structure of locally-noncentrosymmetric crystals.

The authors investigate nonadiabatic proton-transfer dynamics in ionized hydrogen-bonded water clusters, describe its connection to hole-localization, and show that the proton transfer probability increases with the length of the hydrogen-bonded chain.

The authors introduce a method to resolve in time the formation of strong-laser-induced photoelectron spectra straight from the numerical solution to the time-dependent Schrödinger equation.

The authors develop a theory to compute the statistical properties of time-average observables and find a bound on fluctuations of time-averages from the emergence of the central limit theorem.

The authors report on surface conductivity in antiferromagnetic semiconductor CrSb2 by using electronic transport, angular resolved photoemission and first-principle calculations methods. Whereas both experiment and theory point to enhanced surface conduction similar to topological insulators, surface states are trivial since CrSb2 exhibits no band inversion.

This paper uncovers an algebraic higher symmetry beyond higher group.

The authors show that the temperature of a thermal state emerging in a subsystem of a pure ground state can be determined by the entanglement entropy and subsystem energy of the ground state

The paper shows how the thermal canonical equilibrium of Brownian particles in a deep potential trap is violated since the partition function diverges, and proposes a regularization procedure of Boltzmann-Gibbs statistics to solve the problem.

The authors report quantum mechanical interference in the interaction between an ultrashort laser pulse and an electron beam occurring within a cycle of the optical field.

This work reports on a large anomalous Hall effect associated with the Berry curvature in the pressure-induced weak ferromagnetic phase of α-Mn

The authors discuss the nonlinear thermoelectric features of a thermally biased superconducting quantum interference device, where the magnetic flux is used to control the quantum mechanical phase. In the setup considered, both the mean value and the frequency of the oscillatory component of the thermoelectric signal can be externally tuned

This paper presents an analytical framework to study how a planar assembly of spherical metal nanoparticles influences the response of a quantum emitter under coherent illumination

The authors study a continuous measurement scheme for the four qubit Bacon-Shot code, which can store a single qubit in four physical qubits, and show that it can both detect and suppress quantum errors.

The authors report on a proximate Kitaev spin liquid regime in two different honeycomb iridates in a broad temperature and energy range. The common phenomenology with $\alpha$-RuCl${}_3$ defines what constitutes a “Kitaev material” beyond the existence of a dominant bond-directional exchange.

The authors study the energy transfer between two black holes connected by a wormhole and find an anomalous heat flow via the wormhole, which transfers the heat from the colder black hole to the hotter black hole

This paper uses Bayesian model selection to determine suitable binary black holes for spin misalignment measurements, even in the presence of waveform systematics.

This work studies the dynamics that emerges at the bifurcation points between different dynamical regimes in heteroclinic dynamics and show the onset of criticality in those regimes.

This article describes a class of nonlinear topological mechanical systems whose continuum elasticity displays connections with the supersymmetric field theory introduced by Witten and Olive.

The authors construct the phase diagram of a flexible two-dimensional material with a quenched short-range disorder. The phase diagram has four phases with different elastic and transport properties at finite temperatures.

This paper presents a neutron scattering study of the magnetic structures and field-induced spin-flop transition in two-dimensional antiferromagnetic Dirac semimetal EuMnBi2 to reveal the interplay between multiple magnetic degrees of freedom and Dirac fermions.

This paper investigates the performance deterioration on spectral clustering owing to overlapping structures in graphs.

This paper shows how to use quantum computers to simulate nonlinear and non-Hamiltonian classical dynamics by using the Koopman-von Neumann approach, which reformulates the classical system as an equivalent Schrodinger equation with a Hermitian Hamiltonian and a unitary evolution operator on phase space.

The authors develop a framework to describe Gaussian coherent feedback and apply to a bosonic mode subjected to a rotating wave coupling to show that there is no combination of passive feedback loops and quadratic Hamiltonian which can beat the 3dB limit.

The authors study the density profile in a semi-infinite one-dimensional Bose gas and solve the problem of the bound states of a quantum impurity immersed in the system.

This work investigates the topological insulator transition under pressure in PbTe, SnTe and GeTe using the $G_0{W}_0$ method, including corrections from the off-diagonal elements of the self-energy.

The authors derive a criteria to ascertain whether a quantum resource can lead to nonclassical behavior in a prepare and measure scenario, and use this result to show how nonclassicality can be activated by increasing the number of preparations or measurements

The authors identify certain dark initial states in quantum systems and provide a a formula for their detection probability.

This study shows a phase transition from nonlocalized to localized fracture when tuning the disorder in the fiber bundle model. The transition is first order or second order depending on how the disorder is tuned.

This work uses a guided-mode expansion technique to analyze the band structure and intrinsic propagation losses of four types of topological photonic crystal slab waveguides.

The authors implement a microscopic theory of polarization and magnetization to study the effects of non-static and non-uniform electromagnetic fields in crystalline systems. The paper presents the linear response tensors associated with the electronic multipole moments and their description of optical activity and other magneto-optical phenomena

This work studies the stress-optic law for the flow-induced birefringence that appears in shear flows of a Newtonian fluid, containing tiny flake-structured particles which align in the local shear directions.

The author finds an intrinsic link between nodal line semimetals without spin-orbit coupling and topological crystalline insulators, and show a mapping rule from nodal line configurations to the mirror Chern numbers.

The paper finds that the accuracy of link prediction in networks using latent hyperbolic geometry depends on how accurately coordinates of nodes in this geometry are inferred, and develops a hyperbolic coordinate inference method for network embedding.

This work shows the complete family of one-dimensional quantum many-body systems in which the ground state is a product of pair correlation functions both in free space and with a trapping potential.

The paper develops heat and momentum transport scalings for non-rotating, slowly rotating and rapidly rotating buoyancy-driven convection.

The authors study the spectral density of the configuration model of complex networks and demonstrate that, even in the dense regime, the Wigner semicircle law breaks down if the degree fluctuations are large enough.

This work uses a modified voter model to investigate how a personalized recommendation algorithm affects opinion dynamics, and shows how polarization can be avoided only in small groups if the strength of the recommendation is below a threshold.

The authors propose to create multipartite entangled N00N states by driving interactions in arrays of ultracold atom wells.

The author presents structural studies of the relaxation characteristics of linear polymer molecules after extreme stretch. By analyzing the data in terms of spherical harmonics, the paper reveals a decoupling of local and global relaxation phenomena.

The authors perform pump-probe ARPES measurement on a SnTe (111) surface to reveal the position of the Dirac point, and the Rashba splitting of the bulk valence band.

This work presents the inelastic neutron scattering spectrum on the spin-1/2 anisotropic triangular lattice antiferromagnetCa_3 ReO_5 Cl_2 , and show that the spinon-like continuum coexists with dispersive modes due to the formation of bound spinon pairs.

The paper provides an application for symmetric informationally complete measurements in four dimensions

The authors investigate time-dependent response theory around equilibrium in a coarse-grained system and show that the second order response to arbitrary time-dependent perturbations can be found from linear response quantities

The authors study the oscillations of bistable components and interpret the stationary states of the individual components as electrical circuits to derive a necessary condition for the occurrence of collective oscillations.

This article studies the entanglement landscape of bipartite unitary operators via two local invariants: the entangling power and the gate typicality.

The authors use large-scale ab-initio density functional theory and tight binding calculations to study the role of atomic relaxation on the low energy physics of twisted bilayer graphene as a function of the twist angle, and show that the flat bands emerging close to charge neutrality can be described taking into account atomic relaxation.

This works uses semi-infinite programming to address the problem of coin flipping and shows that it is impossible in a variety of systems

The authors use a QCD light-cone sum rules approach to calculate the helicity form factors of a D meson semileptonic decay into a vector meson.

This work presents an scheme to realize universal geometrical gates via non-cyclic geometric phase in Rydberg atoms. The authors show that this scheme makes it possible to accelerate the implemented geometric gates against the effects from the environmental decoherence.

This paper uses ab initio calculation to show that an electride apatite, in which electrons serve as anions, realizes a three-dimensional higher-order topological phase with a quantized hinge charge.

The authors apply the optimal path crack model to investigate the mobility of road networks and propose a proxy for resilience of urban mobility.

The authors study the bosonic analogue of electronic higher harmonic generation in a system of neutral cold atoms. Under a strong synthetic electric field, the authors predict the generation of higher harmonics in the insulating state.

The authors show the onset of variations of the interaction between domain wall and pinning disorder with domain wall structure.

The authors show that the omission of small-sensitivity links can create large variations in the estimated rate constants of chemical reaction networks.

The author derives edge-state Hamiltonians which describe edge-states at one end separated from the bulk spectra.

The authors show how the addition of static recurrent inhibition to a system of Turing pattern formation removes pattern alignment to boundaries and explains features of medial entorhinal cortex grid cells.

This work uses tools of probability theory and stochastic processes to study a system of small particles moving erratically in space trying to avoid to get trapped into a tiny cage.

The authors perform wave-packet molecular dynamics simulations to investigate non-adiabatic effects on the ion structure factor and sound speed of dense plasmas.

The authors introduce a quantum algorithm for the calculation of molecular excited states and apply it to lithium hydride on a superconducting qubit device.

This work shows that ionic diffusion in a prototypic superionic-conducting glass proceeds via vacancies moving over a temporally stable network of ionic sites.

The authors propose a quantum circuit for recovering the quantum spin number in strongly correlated fermionic systems.

The authors study a charge-orbital-spin correlation of high-pressure synthesized quasi-one-dimensional NaMn${}_2$O${}_4$ and Li${}_{0.92}$Mn${}_2$O${}_4$ using a low-temperature neutron powder diffraction.

The authors study the magnitude of the magnetic exchange coupling in theoretically-proposed cuprate-analog nickelates, and shows that the nickelates share a common thread with the cuprates in that they also have a significant exchange coupling as large as about 100 meV.

The authors introduce a class of variational states which allows to study ground state properties and out-of-equilibrium dynamics in (2+1)-dimensional lattice quantum electrodynamics.

This work shows that cells should express multiple types of receptors when they are sufficiently uncertain about their environment, and also shows how cells can efficiently integrate information from these different receptor types.

This paper investigates the scope of joint measurability structures that are realizable with two-outcome qubit measurements by introducing the technique of marginal surgery.

This paper demonstrates the coexistence of pseudospin- and valley-Hall-like edge states in a photonic crystal with C${}_{3v}$ symmetry. The system can support tri-band pseudospin- and valley-momentum locking edge states at properly designed domain-wall interfaces.

The authors introduce a dimensional reduction of poles approach use it to study multi-dimensional superradiance and subradiance in hyperlattices of intersecting two-level emitter linear chains

The paper shows the onset of a spongy phase in slowly growing clusters in media with frozen obstacles in >2 dimensions, characterized by channels reaching arbitrarily far down from the outer surface.

The authors consider electronic transport in twisted bilayer graphene for intermediate twist angles and find that a Lifshitz transition induced by an electrostatic barrier gives rise to valley-layer polarized currents and valley-selective transverse focusing of the current.

The authors develop techniques to quantify multipartite and high-dimensional entanglement using information-based measures of correlation and uncertainty, and show the large amounts of multi-partite entanglement available in photon triplets generated in third-order Spontaneous Parametric Down-Conversion

The authors revisit Sampson theory for hydrodynamic transport in ultrathin nanopores.

The authors show that initially entangled spins subjected to a many-body localized environment preserve correlations after a long time evolution.

The authors propose a mechanism for superconductivity due to repulsive interactions in Dirac systems based on interference effects arising from the Berry phase and show that this mechanism can be realized in semiconductor artificial graphene.

The authors study the band structure of a hexagonal Boron Nitride monolayer on a Pt(110) surface with rectangular symmetry using angle-resolved photoemission and density functional theory, and show that the bonding is dominated by van-der-Waals forces.

The paper introduces the maximum entropy model of weighted networks with a given joint distribution of degrees and strengths, and apply it to the case where the distributions are power laws.

The authors propose an optimization method for quantum-classical hybrid algorithms.

This paper discusses the thermodynamic precursors of spin liquid formation in an exactly solvable spin-3/2 model, whose different ground states distinguish themselves by (higher-order) parton band topology.

The authors study the spatiotemporal capture of freely moving excitons into localized excitons in two dimensional monolayer semiconductors by emission of phonons.

This work proposes a renormalization group theory of spontaneous stochasticity, via analogy with zero-temperature phase transitions in equilibrium systems with non-unique ground states.

The authors propose a method to scale up or down, or to invert the position or the momentum of quantum or classicalparticles by a time-dependent harmonic oscillator.

The authors show how to benchmark the output of quantum devices designed to solve optimization problems encoded in the ground-state configuration of classical spin systems by means of lower bounds to the ground-state energy obtained by semi-definite programming.

The author explores the quantum butterfly effect in charged systems and their quantum error correction properties.

This paper introduces topological defect networks as a unified framework for describing various types of gapped fracton orders. By viewing fracton phases as a network of topological defects embedded into a topological quantum field theory, the authors show how the mobility constraints characteristic of fracton phases directly follow from topological defect physics.

The authors show that air nanobubbles nucleated at solid-liquid interfaces can deform ultrathin glassy polystyrene films, leading to the formation of nanocraters.

The authors demonstrate the existence of helical damping and dynamical critical skin effect in quantum open systems and show that the change of generalized Brillouin zone equation is the origin of critical skin effect.

This work shows the results of allowing individuals to adopt different strategies with different partners in the evolutionary dynamics, including time-dependent coexistence of cooperation and defection, system-wide shifts in the dominant strategy, and maturation in individual choices.

The authors use Raman spectroscopy to study anomalous phonon-softening with decreasing temperature and the pressure- and magnetic field-dependent crystal electric field splittings in hexagonal Pr${}_2$O${}_3$.

The authors show that micrometer-thick garnet films exhibit a stripe domain structure between magnetic orientation transitions and switches to the in-plane and out-of-plane uniform states via two distinct physical mechanisms.

The authors study a toy model of two geometrically intertwined biological flow networks and display the topological transitions in the networks resulting from spatial coupling between the two structures.

The authors show the emergence of secret keys in the BB84 protocol in the low-loss regime.

The authors show that an ultrashort, relativistic intensity laser pulse can propagate for hundreds of Rayleigh ranges in a prepared neutral hydrogen channel by generating its own plasma waveguide as it propagates.

The authors show an advantage in home returns when searching for hidden targets in conditions of high uncertainty.

The paper describes the single shot x-ray diffraction experiments at pulsed high magnetic fields up to 16 T and show the onset of the structural phase transition of a manganite.

The authors investigate the problem of electromagnetic scattering by small objects perturbatively starting from the electroquasistatic and magnetoquasistatic limits, and introduce closed form expressions for the resonance frequency and radiative Q-factor of plasmonic and dielectric modes.

The authors perform multi-reflection time-of-flight mass spectrometry of time-resolved photodissociation of indium clusters and observe a power-law exponent of the decay rate links cluster dissociation energy and ensemble temperature.

The authors show that the number of Fourier components of the Wigner distribution can be used as a tool to characterize complexity in classical and quantum mechanics.

This paper studies the coupling of optical phonons to the spin and electronic degrees of freedom and its influence in defining the quantum magnetic ground state of double-perovskite iridium-based materials.

The authors develop a perturbative approach and show that the response of the valley splitting to the electromagnetic field in silicon quantum dots depends on the interface roughness.

The authors study the effects of magnetic impurities in a Kondo insulator and demonstrate that the Kondo insulating state is destroyed locally around impurities.

The authors use high-pressure Raman spectroscopy along with a first-principles model analysis to study the role of exciton-phonon coupling in stabilizing the excitonic insulator phase of Ta${}_2$NiSe${}_5$ at room temperature.

This study shows that a Ba substitution enhances the magnetic coupling in (Sr,Ba)MnO${}_3$, while the ferroelectric properties are controlled mainly by the lattice expansion along the polarization direction, but also affected by a strong magnetoelectric coupling.

The authors propose a general mechanism to build decoherence-free many-body Hamiltonian with giant-atoms in a broadband waveguide and compare it to standard dispersive approaches with normal atoms.

The authors analyze polariton-polariton elastic scattering and find that it is enhanced with respect to the low-energy scattering of excitons in two-dimensions.

The authors describe the general motion of radiation-pushed sails accelerated near the speed of light with directed energy propulsion.

This paper investigates the efficiency at the optimal performance of a three-level laser quantum heat engine.

This paper shows that classicality is an emergent and reversible property that arises when a part of a quantum system becomes informationally isolated.

This paper presents ultimate bounds for the task of finding a target quantum channel in a sequence of background channels with the same transmissivity and shows that an advantage can be gained by using quantum states as probes.

The authors present a controllable procedure to realize anti-chiral states in solid-state systems, as well as in quantum engineered metamaterials. These states emerge by combining electronic Dirac-cone spectra of graphene multilayers through an in-plane magnetic field and inter-layer bias voltage.

The authors explore the connection between symmetry-protected topological edge states and the amount of operational entanglement that can be transferred to a quantum register, and show that the build-up of entanglement can be inferred from particle number spectroscopy alone.

The authors examine half quantum vortices in the nematic superconductor MxBi2Se3 and find that pairs of vortices are stable over a large region of parameter space.

The authors investigate the supercurrent noise in phase-biased superconducting weak links as a possible probe of inter-lead odd-frequency pairing, so-called Berezinskii pairs.

The authors present an approach to design high-fidelity quantum logic gates with Raman qubits using the technique of composite pulses.

This paper explores the steady state behaviour of an optical resonator composed of two interlinked fibre loops and observe the onset of cavity solitons and modulation instability spectra.

The authors compare the dynamics of energy release from broken topological states in elastic fibers and nematic liquid crystals, and find that certain topologies exhibit a form of resonance in which the energy relaxation becomes very slow or fast.

The authors demonstrate the stability of higher-order Dirac fermions and the corresponding one-dimensional hinge modes against weak disorder. At the brink of metallicity, they also show a possible emergent superuniversality in the entire family of dirty Dirac semimetals.

The authors present a microscopic tight-binding study of a stable low-temperature phase that breaks both time-reversal and translational invariance in d-wave superconductors.

The authors show that dipole-dipole interactions can break the icosahedral symmetry in spherical assemblies result in orientational structures with a variety of different symmetries

The authors describe a pathway to detect nuclear spin resonance with surface acoustic wave cavities for thin specimens, where the spin-rotation coupling is relevant.

The authors test a shortcut-to-adiabaticity scheme by directly countering diabatic transitions which occur during several experiments with time-dependent, many-level systems of ultracold atoms in a synthetic lattice.

The authors employ machine learning techniques to identify nuclear liquid-gas phase transition in heavy-ion experiment and determine its limiting temperature, directly from the experimental final state charged particles’ multiplicity distribution.

The authors present a model of the electrical spectroscopy of propagative spin-waves in samples with perpendicular magnetic anisotropy, focusing on how the shape of the antenna favors the excitation and detection of the spin-waves between the antennas, and of the magnetic damping.

This paper uses the Josephson effect and vortex production to unveil properties of the thin-film superconductor NbSe2, using the nonequilibrium behavior of thin-film superconductors.

The authors prepare highly entangled quantum states on a 53-qubit IBM quantum computer, which are viewed as ground-state exciton condensates composed of photon particles and holes.

This work introduces a framework for treating indistinguishable quantum particles in the canonical ensemble that allows for the direct computation of thermodynamic properties including energy levels-occupation probability distributions and their corresponding occupation-numbers and correlations.

The authors describe the effect of an external laser pulse in restoring the lattice symmetry in strong phonon-carrier coupling in undoped BaBiO${}_3$.

This work shows that the combination of electron-electron interactions and a helical magnetic field, arising from either intrinsic or extrinsic spin-orbit coupling, can lead to universal conductance dips and fractional excitations in a quasi-one-dimensional quantum wire.

The author analyzes potential flat band superconductivity from the unconventional spin-1 fermionic three-band crossing points, where the critical temperature is enhanced and the Majorana fermions may arise in the chiral pairing states.

The authors show how collisional relaxation of cold atoms prepared in an excited band of an optical lattice proceeds via an intermediate metastable state with increased coherence and chiral order.

This paper investigates the magnetic state of triangular antiferromagnets with metalic conductivity. The authors observe a slowing down of a spin fluctuation in the 3-sublattice partially disordered state and associate it to the magetic frustration on the two-dimensional triangular lattice.

This study develops a scale-independent framework for assessing correlations in distributional data based on regional adjacency networks and information theory, and applies it to various problems related to the spatial analysis of socioeconomic data.

The authors study single and few-photon physics of atomic chains and propose to use them to mediate tunable-range interactions between impurity qubits coupled to them.

The authors propose to induce a time crystalline state in a high-temperature superconductor by optically driving a sum resonance of the Higgs mode and a Josephson plasma mode.

This paper introduces a dynamics approximate reduction technique to provide low-dimensional representations of dynamics on complex networks, and use it to predict synchronization phenomena emerging from oscillator dynamics.

The authors investigate the influence of the pulse length as well as the repetition rate of the optical excitation on the emission behavior of carbon-nanodot-based planar microcavities.

This paper introduces a microscopic model for the organization of cells in tissue, that incorporates the feedback between macroscopic tensions in the extracellular matrix and cell-scale active forces, by combining force-dipole and a contractile network approach.

This work investigates two-component bosons coupled with polarized fermions. It shows that the effective spin-dependent fermion mediated interactions can have effects on the properties of the bosons.

This work constructs a non-abelian gauged fracton matter field theory and explore a superfluid-insulator-like phase transition and the non-abelian vortices via a sigma model.

The authors experimentally demonstrate the effect of crowd synchrony with lasers where a first-order transition to synchronization occurs.

The authors combine data from Scanning Tunneling Spectroscopy, resistivity, and ac susceptibility to explore the relation between charge density waves and superconducting orders in Pd-intercalated ErTe${}_3$.

This work studies an information-based mechanism of self-propulsion in noisy environment by which the swimmer maintains directional motion at the cost of information instead of energy dissipation.

This work proposes a real-space criterion to diagnose $C_2$-protected higher-order topology for time-reversal-invariant superconductors in two dimensions.

The author demonstrates that wave fingerprints harnessing the extreme sensitivity of wave chaos to perturbations can be used to localize an object inside a complex scattering environment.

The authors combine experiments and simulations to investigate collective chiral states of a confined polar active fluid with scatterers and show the onset of three dynamic steady states.

The authors study magnon emission from a relativistic soliton in an antiferromagnet, induced by a vacuum instability due to a Lorentz-boosted magnon response function.

This paper demonstrates a laser-based and femtosecond-switchable inelastic electron beam splitter. Coherent optical phase modulation of 200-keV electrons at a thin electron-transparent membrane is used to prepare a high-purity three-dimensional momentum superposition state, which is characterized in energy and momentum space.

The authors study conductance and average charge in a Majorana island coupled to many normal metal leads. The topological ground state degeneracy leads to enhanced charge fluctuations and suppression of Coulomb blockade in conductance.

The authors summarize the dissipative extensions of spontaneous wavefunction collapse models and derive new exclusion limits on the parameters of different models from an experiment based on a micromagnet levitated by Meissner effect.

The authors propose a Unruh-DeWitt detector based on the decoherence measurement.

The authors show how disordered networks aged under external strain attain a memory of their aging history.

The authors show how entanglement can be generated and propagate in a dissipative photonic Mott insulator, and how the generation protocol affects the entanglement dynamics of such systems.

This paper studies the interplay between disorder and topology in several types of Mie-resonant arrays of dielectric nanoparticles.

The authors show how the geometry of a lattice system constrains the norm of local operators evolved in Euclidean time.

The authors present two methods to detect chiral molecules, based on sequences of single pulses and Raman pulse pairs.

The authors show that the numerical efficiency of a method for simulating quantum many-body systems at finite temperatures can be improved using initial states entangled via the operation of Trotter gates.

The authors study the irreversibility of electron trajectories associated with quantum mechanical tunnelling across a modulated barrier, and show these quantum mechanical trajectories obey the non-equilibrium fluctuation relation.

The authors propose a method to export quantum chemistry solutions from a quantum computer. Their scheme does not require excessive wavefunction preparations and yields the density functional and Kohn-Sham potentials.

This paper shows the onset of topologically-protected Floquet time crystals in one-dimensional periodically driven systems with pertinent period-2T oscillations for both driven domain walls and edge states.

This work proposes quantum-mechanical tests of the gravitational redshift through atom interferometry. The sensitivity of this scheme arises from transitions between internal states.

The authors present simulations of three-dimensional spin glasses at low temperatures and show the appearance of several thermodynamic states.

This work constructs an effective field theory of fractional quantum Hall systems near the filling fraction ν=5/2, which can map out an EFT phase diagram with non-abelian Pfaffian, anti-Pfaffian, and particle-hole Pfaffian states, and their gapless topological quantum phase transitions.

The article describes differential equations that allow an approximation of operator square-roots and their application to the Holstein-Primakoff representation of spin operators.

The authors show that polarizable and nonpolarizable ions near graphene in water produce nonsymmetric interactions when exchange positions. This broken symmetry happens for intercalated and physisorbed ions.

This paper shows the asymmetrical Klein paradox with a finite incidence angle induced by an external linearly polarized dressing field for graphene and a dice lattice.

This paper shows the convergence of the natural gradient optimizer for the variational quantum eigensolver across multiple spin chain systems.

The authors show that when the operation of a quantum machine drives the working substance across a phase transition, its finite-time thermodynamics is universal.

The work aims to show that small system sizes in numerical simulations turns out to be useful for investigating the Debye spectrum in glasses.

This work shows how glassy behavior emerges from the active, directed polymer dynamics that is triggered by the non-equilibrium phase separation.

The authors propose a model of pedestrian dynamics based on a combined mechanism of avoiding potential collision and attraction by peer partners.

The paper uses Quantum state-resolved scattering experiment and theory to show that surface-induced intramolecular vibrational energy redistribution in methane-surface scattering is related to the catalytic activity of the impact site.

This paper reveals two regimes in the nonlinear optical response of three-dimensional Dirac semimetals characterized by the degree of nonlinearity.

The authors obtain the fluctuation properties of density fluctuations in the solar wind at scales of a few kilometers, using the four spacecraft measurements from the Magnetospheric MultiScale mission.

This work presents a solution for the steady-state drift velocity of a screw dislocation subjected to shear stress. The authors find that the activation energy for drift is halved at high temperature, as the system crosses into the thermodynamic limit.

The authors develop a numerical matrix product states method and an analytical adiabatic elimination method to study interacting many body systems coupled to a dissipative bosonic mode.

This paper shows that pure solitons can be created from the ground state of Bose-Einstein condensate in a box trap by quenching the scattering length to four times its initial value.

The authors derive expressions of the entropy production when an out of equilibrium biologically-inspired system has two well separated timescales.

The authors develop a variational non-Gaussian diagonalization method as an solver for strongly correlated electron-electron and electron-phonon systems, and explore the phase diagram of the two-dimensional Hubbard-Holstein model.

The authors use a density matrix embedding theory to characterize the ground-state phase diagram of the three-band Hubbard model, and focus on the atomic-scale nature of the antiferromagnetic and superconducting orders by including the oxygen degrees of freedom.

The authors show that low energetic quantum states of light are able to outperform classical coherent sources in performing non-invasive detection and identification of bacteria.

This article develops a framework for analyzing decoupled states in networks of limit cycle oscillators with phase shift symmetry, formulates the conditions on network structure that allows these states to exist, and demonstrates how that structure can be used for stability calculations.

The authors study cyclically operating heat engines in contact with an energy reservoir to study heat in nonequilibrium systems.

The authors study the spectral properties of heterostructures containing half-metallic ferromagnets for strongly correlated models, and show that non-quasiparticle tails in the density of states at the interface to a Mott insulator may be reduced.

This work reports a direct relation between a quantum entanglement entropy and photon observables for a topological chain embedded in a microwave cavity.

The authors use a soft cutoff renormalization-group approach to study quantum phase transitions of anisotropic nodal point semimetals in the large N limit and physically relevant spatial dimensions.

The authors show that rare events in the form of small defect clusters dominate the pinning of the vortex lattice in a superconductor in the intermediate regime between weak collective and strong pinning.

This work explores the behavior of quantum particles hopping on a comb-like lattice with structural disorder. The authors find a family of exact states with strictly zero localization length, which survive the addition of interactions.

The authors compute the dispersion relation for exciton-polaritons in zinc-blende semiconductors, and find that it can contain Weyl points and rings of exceptional points.

This work presents a mathematical framework for computing frequency ratios in large networks of optical and microwave atomic clocks, from a generic data sharing protocol. It is tailored to be used in continental-scale phase-compensated optical fiber links.

The authors propose a similarity transformation that removes a singularity in the wave function of many-body systems with contact interactions.

The authors propose a Bayesian method to infer assortative community structures in networks, which avoids overfitting and the resolution limit problem.

The authors present observations of electromagnetic emissions near electron cyclotron harmonics from mirror-confined laboratory plasma during electron cyclotron resonance heating by microwaves, and attribute them to electron cyclotron instabilities.

This work investigates the emergent magnetism from the interplay of electron quasi-itinerancy and quantum order by disorder in pyrochlore iridates.

The authors show the configurations of hinge states in higher-order topological insulators with inversion symmetry and find a difference of hinge states between the cases with an even and odd number of layers in layered antiferromagnets.

The authors propose an optically tunable platform to create topological flat bands in twisted bilayer graphene using circularly polarized UV laser light.

The author proposes an approximate unambiguous discrimination scenario and derive its ultimate performance limits for both states and channels.

This paper studies critical Fermi surfaces in generic dimensions arising from coupling finite-density fermions with transverse gauge fields by applying a dimensional regularization scheme.

The authors identify triple points and phase boundaries in the classical phase diagram of the Heisenberg model on the face-centered cubic lattice where the Hamiltonian admits a completing of squares thereby giving rise to subextensively degenerate ground state manifolds with a variety of spin structures.

The authors study the dynamics of a lattice model consisting of two species of hard core particles advecting and interacting with a fluctuating surface.

The authors propose an explicit decoder for the approximate Gottesman-Kitaev-Preskill code. The scheme is formulated for multiple rounds of displacement error followed by syndrome extraction measurements and its error estimation is enhanced by considering all recorded syndromes.

The authors study the optical Hall response of bilayer graphene under sliding and twisting and, based on symmetry arguments, explain the effects of Kerr and Faraday rotations as well as the circular dichroism.

This paper demonstrates the existence of stable solitons in the form of nodal rings in imbalanced superfluids and superconductors. These solitons have nontrivial interactions and form composite structures, such as soliton sacks.

The authors show how tuning of strong repulsive interactions in one-dimensional systems may lead to the formation of electron pairs. They further explore the system’s phase diagram and extensions to higher dimensions.

The authors analyze the origin of multivalued height fluctuations, which describe the mechanical behavior of layered solids.

The authors show the analogies between the equations of motion of electrons at boundaries of certain materials and those which arise at black or white hole horizons.

This paper proposes a device for energy-efficient, steep-slope transistors based on heterojunctions of two-dimensional materials.

The authors develop a method to quantifying synchronization in dissimilar quantum systems, and apply these techniques to finite and infinite dimensional systems.

The authors reformulate the Conway-Kochen theorem to show that individual particles are not deterministic, and explore the limitation of this result.

The authors propose a variational quantum algorithm to simulate the nonequilibrium steady state of open quantum systems by embedding mixed states into unitary circuits.

The authors present a quasinormal mode theory of mechanical open-cavity modes, and apply it to optomechanical beam cavities.

This work introduces a framework to study the emergence of long time scales in network models of brain connectivity, and establishes a connection between anomalies in the spectral dimension and the emergence of Lifshitz tails in the Laplacian spectrum.

The authors propose an early reset of the radiative cascade in atom-like quantum systems to enable the generation of entangled photon pairs at higher emission rates.

The authors present the gradual orbital switching from leg-directed orbital order to rung-directed orbital order in the iron-based ladder superconductor BaFe${}_2$S${}_3$ using field-angle resolved magnetoresistance and elastoresistance measurements.

The authors present quantum dynamics calculations on strongly anisotropic Li + CaH collisions at ultralow temperatures in the presence of an external magnetic field, and show the role of vibrational degrees of freedom in determining the properties of magnetic Feshbach resonances in ultracold atom-molecule collisions.

This work demonstrates ion and electron ghost imaging: two beams of correlated ions and electrons are used to image an object even when the detector placed behind this object has no spatial resolution.

This paper studies electron-phonon coupling from first-principles using Green’s function methods.

This work demonstrates the production of counter-propagating phonons due to an interaction quench in paraxial fluid of light.

The authors propose alternative probability distributions arising in gravitational-wave data analysis and demonstrate how using these distributions affects gravitational-wave analysis.

This work studies the dynamics of inertial active particles under strong confinement and observe that he probability density of position peaks at a finite distance away from the confining wall, and that individual particles exhibit several dynamical states and transitions between them can be controlled by the level of self-propulsion.

The paper shows that a two dimensional semimetal with four Dirac points subject to parity odd pairing delivers a higher-order superconductor that hosts Majorana corner states.

The authors propose a scaling theory of transport of two-dimensional topological insulators in random geometry and study its departure from the theory of topological phase transitions in disordered systems.

The authors develop a theory characterizing the function and performance of hybrid thermal machines.

The authors find two types of input-driven bifurcation in the spin-torque oscillator, and they reveal the information processing capacity as a reservoir computing changes according to these bifurcations.

The authors show the effect of the sending-or-not-sending twin-field protocol with only a few values of discrete phases for the weak coherent states.

The authors present a framework for creating and understanding scar towers as shadows of broken non-Abelian symmetries and show examples of models hosting scar towers derived from higher-rank and $q$-deformed Lie algebras.

The authors explore a metapopulation model for the spread of COVID-19 towards the countryside using a data-driven approach, and predict large diversity of epidemic curves across different geographical scales.

The authors study the dynamics of matter-wave quantum emitters coupled to the band structure of a periodic potential, in which bound states involving evanescent matter waves drive a transition from exponential decay to fully reversible oscillations.

The authors show how persistent homology can function as an order parameter and uncover the phase diagram of classical spin models.

This paper studies how a spiking neural network responds to changes in its inputs and shows that it is maximally sensitive in some region of the parameter space.

The authors show the quantum partition function for Jackiw-Teitelboim gravity in terms of the lengths of periodic orbits of two-dimensional Riemann surfaces of arbitrary genus.

The authors elucidate topological piezoelectric effect in nodal line semimetals, and show that ehe piezoelectric coefficient has a quantized value that can be associated with the quantized bulk electric polarization.

This paper proposes a magnetic skyrmion-based interconnect device that encoded sequences of information by skyrmionic quasiparticles with distinct topology in a single device.

The authors calculate the propagation of electrons in matter in the context of scanning electron microscopy. They use the solution of the electron-transport equation to determine penetration depth, beam broadening, energy dissipation and angular distribution of the scattered electrons.

The authors study the escape of self-propelled particles inside a disc in the presence of alignment interactions between particles and observe a non-exponential survival probability described by a Poisson process.

The authors provide protocols to probe thermalization in quantum simulators by two-time correlation functions, which characterize the off-diagonal part of the eigenstate thermalization hypothesis.

The authors demonstrate that a superfluid flowing in a random potential can be identified with a uniform system at thermal equilibrium with an effective temperature due to random elastic scattering of the moving condensate by disorder.

The authors generalize the magic square game of Mermin and Peres to arbitrary rectangular dimensions, characterize the optimal quantum strategies, and apply these games in the context of quantum-certified randomness expansion.

The authors develop a theory to describe the emergence of a supersolid state in an elongated dipolar Bose gas and predict a phase diagram for the system over a wide parameter regime.

The authors show the generation of tailored sub-GeV electron beams from laser wakefield acceleration through optically shaped and rotatable plasma cavity.

The authors establish the existence of a hydrodynamic attractor in a new class of hybrid models, whose solutions exhibit the hallmarks of bottom-up thermalization.

This paper studies the gravitational-wave signal emitted by a network of cosmic strings created during the early universe phase transition, and focuses on a particular region in parameter space that would lead to a modified expansion history of the Universe.

The authors show that certain families of continuous-variable quantum circuits based on bosonic codes can be classically simulated despite displaying large Wigner negativity.

The authors derive ultimate limits on the efficiency of verifying quantum stabilizer states with local measurements, and based on the framework and present examples with Pauli measurements.

The authors propose a conceptual model combining stick-slip micromechanics with fluid propagation in diverse poromechanical settings, which highlights the role of criticality, finite-size effects and the loading history together with the heterogeneity of the crust at a given injection site.

The authors develop a protocol for quantum feedback control of multicomponent Bose-Einstein condensates using backaction-limited weak measurements and spatially resolved feedback.