Condensed Matter · Physics & Astronomy
Strongly Correlated Electrons
The newest papers in Strongly Correlated Electrons that ReadSearch has read, newest first. Each links to its own page, with its authors, date, where it was published and the original.
219 papers, from 7 September 2026 to 5 November 2026: 219 arXiv preprints.
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Newest papers, page 5
Local-Channel Stability of Classical $\mathbb Z_2$ Lattice Gauge Models
We establish sufficient conditions for two-way local quantum-channel stability in classical $\mathbb Z_2$ lattice gauge models with spins on $m$-dimensional cells of a $d$-dimensional lattice.Dynamical Mean-Field Theory for Real Materials using Variational Quantum Compressed Time Evolution on a Quantum Computer
We design a hybrid quantum-classical computational workflow, combining density functional theory and dynamical mean-field theory, to investigate the electronic properties of CaCuO2, a parent…Floquet ground state order
Clean, interacting, periodically driven systems are believed to thermalize to featureless, infinite-temperature states that preclude the formation of stable ordered states.Cumulative locality governs collective quantum charging
Quantum batteries can outperform their classical counterparts through collective quantum effects, yet the conditions enabling such advantage remain unclear.High-order resonances and emergent coherent dynamics in interacting Stark chains
A linear potential gradient can strongly suppress quantum dynamics, while interactions can activate resonant many-body processes whose higher-order structure remains largely unexplored.Exploring ground state phase diagrams of Rydberg atom arrays with finite projected entangled-pair states
Rydberg atom arrays (RAA) have been advocated as a promising avenue for the quantum simulation of different exotic quantum states.Spectral signatures of hidden order and hidden quantum critical points
Hidden-order phases elude the conventional Ginzburg-Landau framework: although they spontaneously break symmetry, their order remains invisible to standard local two-point correlators.Upper Bound on the Correlation Energy of a Dense Fermi Gas in the Thermodynamic Limit
We prove that the random phase approximation provides an upper bound on the correlation energy of a three-dimensional, weakly interacting, Fermi gas in the thermodynamic limit at high density.Topological Quantum Gates on FCIs with Bounded Quantum Geometry
Two-band 2D fractional Chern insulators (FCIs) have recently been shown, in principle, to admit unusual anyonic order, associated with Bloch Hopfions localized in momentum space.Certifying Nonlocal Spin Quantum Entanglement from Local Tunneling Spectra
Quantum entanglement is intrinsically nonlocal, whereas tunneling spectroscopy measures one site at a time.Liouvillian Non-Invertible Symmetry
Non-invertible symmetries extend conventional symmetries beyond group-like transformations and play an important role in quantum field theory and many-body physics.Scaling of entanglement with distance between subsystems: detection of phase transitions in the $t'$-$π$-flux model
The system-size scaling of bipartite entanglement can be used to detect phase transitions.Anyonic Neural Network Wavefunctions
The macroscopic behavior of a non-interacting gas of Abelian anyons has remained unsettled for many decades.CME-SpectrumBench: Can LLMs Analyze Condensed Matter Spectral Data?
Large Language Models (LLMs) are presently well assessed by expert-level mathematics and physics benchmarks which focus on theoretical, symbolic reasoning.Finite-size geometric crossover toward fragmentation of the potential energy shell in the quantum random energy model
The quantum random energy model (QREM) is a paradigmatic model for studying delocalization-localization transitions at finite energy density in Fock space.Probing Deconfined Quantum Criticality Point on a Digital Quantum Computer
A deconfined quantum critical point (DQCP) is a continuous transition between ordered phases with unrelated broken symmetries, beyond the Landau-Ginzburg-Wilson paradigm.Putting a Temperature on Electron Correlation
It is common wisdom that a better understanding of how to quantify electron correlation should lead to more efficient treatments of the correlation problem.Exploring Quantum Phase Transitions Beyond Landau Theory on a Quantum Processor
Direct continuous quantum phase transitions between phases that break distinct symmetries challenge the conventional Landau-Ginzburg-Wilson paradigm and provide a framework for deconfined quantum…Majorana Edge Modes Reshape Kibble-Zurek Scaling in Kitaev Honeycomb Ribbons
Recent progress in programmable quantum simulators motivates exact benchmarks for nonequilibrium dynamics in topological quantum matter.Surviving readout errors and incomplete postselection in monitored quantum circuits
We study how readout errors affect dynamics in monitored quantum circuits.