A new family of quantum circuits gives rise to correlations that are chaotic at short scales yet exactly solvable at long scales.

A new study develops an analytical framework to understand and control nonlinear multiphoton processes in strongly interacting Rydberg media.

The introduction of boundary scrambling as a solvable many-body quantum model yields an analytically tractable study of higher-order out-of-time-order correlation function dynamics and new insights into free probability and the emergence of random-matrix behavior.

An exact mapping to the 2D Ising model produces closed-form logical failure rates for the toric code, offering an analytic tool kit for benchmarking topological codes beyond current computational limits.

A silicon hole spin unveils an electric origin of thermal frequency shifts and exhibits a magnetic-field sweet-spot immune to those, guiding the design of thermally robust semiconductor qubits.

Viewing emergent 1-form symmetries through the lens of quantum error correction(QEC) makes them detectable with QEC decoders, providing efficient protocols for revealing emergent symmetry structure and probing phase transitions in quantum many-body systems.

Using the mathematical language of free probability theory, researchers reveal how local rotational invariance structures matrix-element correlations, including their first subleading corrections.

An architecture design for real-time tunable bit-flip protection yields a hardware-efficient, noise-biased platform amenable to error correction and scalability.

A near-optimal method quantifies nonstabilizerness—the resource that enables universal quantum computation—from a small number of Pauli measurements, extending its estimation to system sizes beyond the reach of standard techniques.

Λ-enhanced gray molasses and electromagnetically induced transparency cooling enable efficient loading and longer storage times, improving the practicality of nanophotonic interfaces for neutral atoms.

A new approach for learning Hamiltonians achieves the Heisenberg limit even when experiments cannot access short evolution times, easing a demanding control requirement.

A four-dimensional quantum key distribution protocol utilizing full core-mode encoding over deployed multicore fibers is demonstrated, establishing a viable architecture for high-rate quantum-secure communications.

Tailored coupling between giant atoms and a waveguide enables deterministic quantum state transfer at above 99% fidelity, without any time-dependent control.

A unified theoretical framework allows one to measure thermodynamic quantities in strongly coupled quantum systems using only local information, offering a practical foundation for designing next-generation quantum thermal devices.

Exponential decay of correlations enables scalable reconstruction of many-qubit processes and their global properties from local measurements.

An algorithmic framework for constructing gapped boundaries in two-dimensional topological Pauli stabilizer codes enables low-overhead planar qLDPC architectures and fault-tolerant logical operations.

Researchers introduce a new entropic measure of quantum chaos, providing a physical interpretation to higher-point out-of-time-ordered correlation functions.

A programmable array of atoms reveals how symmetry of the quantum Ising chain transforms when chains are coupled together, providing experimental signatures of a new excitation spectrum.

Atoms are removed one by one from optical tweezers through repeated Rydberg excitation and autoionization until only one remains in each trap, speeding preparation of tweezer arrays.

Analyzing loss, dephasing, error-spreading, and homodyne measurement inefficiencies in Gottesman-Kitaev-Preskill (GKP) qubits yields a highly-improved understanding of GKP qubits in practice and new strategies for improving performance.

Inspired by programmable optical interferometer networks, global control over tunneling and site-dependent phase shifts are shown to provide arbitrary control over atom motion in an optical lattice and in efficient rearrangement schemes.

A variational double bracket flow algorithm leveraging Pauli propagation efficiently estimates ground-state energies in strongly correlated systems.

A new theoretical framework reconciles the second law of thermodynamics with quantum mechanics, resolving a long-standing paradox by demonstrating how macroscopic thermodynamic principles emerge even from pure quantum states.

Applying temporal coarse graining to the influence matrix of chaotic quantum baths reveals an entanglement transition, reconciling global non-Markovian memory with local thermalization.

A new approach for quantum algorithm design and analysis that bypasses Lindbladian simulation overhead yields improved scaling with system size and a quadratic improvement in spectral-gap dependence for quantum Gibbs sampling algorithms.

Surface adsorbates, long blamed for decoherence in diamond quantum sensors, can actually suppress low-frequency noise and extend spin coherence.

Integrated optical delivery of standing waves is shown to enable fast, multi-mode laser cooling of trapped ions to the quantum ground state, offering simultaneous advantages in cooling rate, bandwidth, and final phonon number.

Performing high-rate entanglement swapping between independent sources over 17.6 km of deployed commercial fiber establishes a scalable architecture for metropolitan quantum networks.

A new quantum metrology protocol exploring many-body spin superradiance is presented.

Topological waveguide arrays make photon-pair generation more robust to fabrication disorder, providing a scalable route to building identical on-chip sources of quantum light.