Quantum papers — 2026-10-16

Today's focus is on making quantum experiments more robust across different hardware because the volume of experiments is currently overwhelming human expertise. We are looking at an agent-assisted experimental strategy for tasks on three-qubit nuclear magnetic resonance processors Agent-assisted experimental strategy transfer across quantum processors. This approach showed that a single strategy can be reused and refined across four different processors, achieving marked-state populations close to the ideal value of 0.945 with relative deviations under three point eight percent.

Another important area is understanding the fundamental limits of quantum communication when assisted by no-signalling correlations Multiplicative Semidefinite Programming Upper Bounds on Quantum No-Signalling-Assisted Zero-Error Capacity. This work establishes that a specific multiplicative parameter Γ is the tightest upper bound for the asymptotic quantum no-signalling-assisted zero-error capacity. This bound provides sharp bounds related to the effective output dimension and minimum rank of output support projections.

On a more theoretical front, we are exploring singular wave functions in inverse-power potentials Singular wave functions and quantum collapse in inverse-power potentials. This research investigates quantum collapse under the action of the inverse-power potential U(r)=-U 0/(2r n). It finds that while the ground state is absent, available bound states at finite energies are normalizable. Regularized versions show a discrete spectrum for bound states.

We also have work delving into localized states in non-Hermitian systems Localized states of the non-Hermitian Schr "o dinger equation with a complex 1/r squared potential. This study examines the Schrödinger equation with a complex one over a complex one over r squared potential. The imaginary part describes medium-induced interaction between polarons, leading to bipolaron states localized by this interaction.

Finally, we have findings on strain-enhanced superconductivity in RuO 2 thin films Strain-enhanced superconductivity in RuO 2 thin films: Joint experimental and theoretical studies. Experimentally, superconducting critical temperatures of about two point zero Kelvin were observed in RuO 2 (110) films on TiO 2 substrates. Theoretically, ab initio calculations showed that compressive strain along the [001] direction significantly enhances electron-phonon coupling and thus the calculated critical temperature.

The most significant piece of work today is the exploration of transdimensional Chern insulators in rhombohedral multilayer graphene superlattices because it suggests new topological states that could revolutionize condensed matter physics. This research investigates how stacking layers of graphene in a specific rhombohedral arrangement leads to these exotic insulators.

This is supported by the work on edge state reconstruction in proximitized graphene and its probe using RKKY interaction. This looks at how interactions affect the boundary states of graphene when it's coupled to something else. This connects to findings from Pairing-channel reconstruction by Ising spin-orbit coupling in a multiorbital triangular-lattice model, which examines how spin-orbit coupling on a triangular lattice can reconstruct pairing channels.

Another important thread is the thermodynamic limit bootstrap: Solving fractional quantum Hall ground states. This tackles the fundamental nature of these complex quantum states. This theoretical approach helps understand the underlying physics that governs phenomena like those described in Thermodynamic-limit bootstrap: Solving fractional quantum Hall ground states.

Finally, we have work on stitched surface codes: planar concatenation through GHZ corridors. This deals with error correction in quantum systems by linking different code structures together. This is contrasted by research on when do quantum views help? Complementary classical-quantum representations in multi-view fusion, which explores how different perspectives can be combined for better understanding.

The work on non-equilibrium muon dynamics imitating fractional spin excitations in a quantum spin chain is particularly interesting because it probes how complex magnetic behaviors can emerge from simpler, non-equilibrium systems. This study investigates the behavior of muons in these chains to see if they can mimic fractional spin excitations, which is a key concept for understanding exotic quantum phases. The results suggest that these dynamics are rich enough to potentially model fractional spin excitations.

This line of inquiry connects interestingly with the work on finite-frequency boson-number bounds across the quantum Rabi transition. This sets limits on how many bosons can exist under certain conditions in this transition. Furthermore, imaging defects in two-dimensional crystals by convergent beam electron diffraction provides a method for visualizing structural imperfections that might influence these underlying quantum dynamics. This visualization technique is important because understanding crystal defects can reveal how material properties are affected at the nanoscale.

The study on periodic conditional measurements on a photonic chip offers insight into controlling information flow within quantum systems. This is relevant when trying to manage the complexity seen in the muon dynamics. This control mechanism contrasts with the work on accurate gap control of 3D-integrated superconducting quantum circuits using asymmetric indium architecture and multi-angle flip-chip bonding, which focuses on engineering physical hardware for precise circuit operation.

Finally, examining Casimir forces on suspended thin dielectric membranes covered with graphene provides a look at how material interfaces and geometry influence fundamental forces at the nanoscale. This is a different kind of physics from the quantum dynamics discussed earlier, but both explore how subtle physical setups dictate observable outcomes in condensed matter and quantum optics.

The work on time-optimal robust quantum control for partially known errors is particularly important because it directly addresses the practical challenge of controlling noisy quantum systems where not all parameters are perfectly known. This research presents two software-oriented fidelity estimation protocols that bypass the need for full state tomography. The direct fidelity estimation protocol uses importance-sampled Pauli measurements to estimate how close a prepared state is to the target, and they found that attenuation-aware correction improves robustness against measurement noise.

This is complemented by a survival-probability-based method which reconstructs fidelity from experimentally accessible moments of noisy evolution and its approximate inverse. This shows that an L 2-optimized expansion substantially outperforms naive Taylor truncation in high-noise regimes. This approach is intrinsically robust against state preparation and measurement errors, which connects to the work on reducing the cost of Qudit State Preparation by Learning a Sparse Structure for SNAP Gates, which aims to lower the resource requirements for preparing specific quantum states.

Furthermore, understanding how organic materials modulate magnetic structure is central to organic spintronics. This is demonstrated by research showing that C 60 molecular films significantly influence buried magnetic spin textures in Pt/CoB/Ir multilayer systems by enhancing effective magnetic anisotropy and interfacial Dzyaloshinskii-Moriya interaction. This modification arises from spin-orbit coupling at the C 60 /Ir interface, suggesting a pathway for engineering spin textures in spintronic devices.

The work on remote entanglement generation between trapped ions is particularly important because it directly addresses a key requirement for building scalable quantum networks. This allows entanglement distribution between error corrected logical qubits. This protocol proposes a way to generate this entanglement using the motional modes of spatially separated trapped ions, interfacing the motional qubits with emitted photons through their internal electronic states Remote Gottesman-Kitaev-Preskill Entanglement Generation between Trapped Ions. They found that even when accounting for realistic issues like photon loss and motional heating, they can achieve over ninety five percent fidelity in the resulting distributed logical Bell pair fidelity, meaning the protocol is practically viable.

Building on this capability, we see related work exploring how quantum information dynamics behave under different constraints. The study of operator space entanglement entropy in random fermionic Gaussian dynamics provides an exact expression for the time-dependent bipartite OSEE in the thermodynamic limit for a Brownian SYK 2 model Operator-Space Entanglement Entropy in Random Fermionic Gaussian Dynamics. This analysis helps characterize the gaussian Page curve that emerges at late times, which is significant because it connects entanglement measures to non-gaussianity measures in the Heisenberg picture.

Another area of focus involves how quantum algorithms can be optimized for ground state preparation. Quantum conjugate gradient descent provides a quantum compatible implementation of Riemannian conjugate gradient descent Quantum-compatible Riemannian conjugate gradient for ground-state preparation. This method is being compared against the baseline double bracket quantum imaginary time evolution algorithm. While it offers faster convergence per iteration, it introduces a trade-off by increasing circuit depth for each update step.

In terms of information processing security, the template semi device independent randomness expansion protocol shows that contextual correlations with only a single localized party are sufficient for secure randomness expansion Local finite rate semi device independent randomness expansion from quantum contextuality. This suggests that experimental tests of non-contextuality inequalities can be modified to allow for secure random number generation, even when dealing with non ideal statistics.

Finally, there is research into how circuit depth scales during training for variational quantum circuits. The phase locking phenomenon observed in single versus multi qubit re uploading circuits Same Spectrum, Harder First-Order Training: Phase-Locking in Single- versus Multi-Qubit Re-Uploading Circuits demonstrates that the cost of serial circuit training is constrained by the Fourier coefficients needed. This provides a concrete measure of resource overhead in quantum machine learning tasks.

The most significant development concerns suppressing Zeeman decoherence in cold atom quantum memories, which is crucial for maintaining qubit coherence over longer periods. This is addressed by a three-axis active magnetic compensation method that incorporates spatial feedforward matrix decoupling and a hysteresis PI regulation scheme AKMPC. This approach directly tackles the environmental noise that causes the decoherence, which is why it matters so much for building robust quantum systems.

Another important piece of work deals with understanding how to resolve the temporal structure in continuous-wave four-photon Hong-Ou-Mandel interference Looking Beyond Visibility. This research shows that by recording all arrival times and mapping them onto a three dimensional histogram, one can preserve relative arrival time correlations that are usually lost when only averaging over a fixed coincidence window. This allows for better optimization of those windows to balance visibility against the rate of photon detection.

In terms of foundational methods, the work on selected stabilizer interaction Selected Stabilizer Subspaces for Compact Many-Body Wave Functions provides a new way to find accurate many-body solutions. This method iteratively builds a nonorthogonal subspace using selected stabilizer states. It shifts the focus from configurational complexity to stabilizer sparsity, and it has shown particularly strong compression in spin models. This technique contrasts with exact diagonalization methods, which can struggle when the target state has broad support.

Finally, there is work exploring superconducting circuits as hosts for two-level systems with lifetimes exceeding one second Superconducting circuits host two-level systems with lifetimes exceeding one second. This study establishes a baseline for the coherence times achievable in these physical platforms, setting context for the stability required in quantum memory applications.

The most significant development today involves exploring how to achieve synergistic charging in a quantum battery using the interplay between the Dzyaloshinskii-Moriya interaction and non-Markovian noise. This is crucial for understanding energy storage dynamics. This work suggests a new pathway for improving charge transfer efficiency by leveraging these specific quantum correlations.

This concept builds upon earlier investigations into thermal activation of photon catalysis in difference-intensity Mach-Zehnder interferometry with squeezed thermal light, where the authors found that single-photon catalysis becomes the best success-weighted operation when the thermal occupation is above zero point two. This demonstrates how noise can enhance phase information Thermal activation of photon catalysis in difference-intensity Mach-Zehnder interferometry with squeezed thermal light. This idea of using noise to boost quantum operations connects directly to the challenges faced when designing robust control strategies for noisy devices, as explored in the work on quantum control of solid state qubits via Reinforcement Learning Quantum control of solid state qubits via Reinforcement Learning.

The RL approach uses model-free optimization to design pulse level control for NISQ era devices. This simulates indirect control of NV nuclear spins in a spin-bath modeled by the generalized cluster correlation expansion Quantum control of solid state qubits via Reinforcement Learning. This simulation method is important because it tests how agents perform when dealing with noisy, sparse rewards, which mirrors the complexity of real quantum hardware.

Further context is provided by studies on ZZ-Free bSWAP Gates under Strong Driving in Far-Detuned Fixed-Frequency Transmons ZZ-Free bSWAP Gates under Strong Driving in Far-Detuned Fixed-Frequency Transmons. This deals with achieving specific gate operations despite strong driving fields. This contrasts with the control strategies discussed in the RL paper, showing different methods for manipulating qubit states.

Finally, we have work on energetic channels in finite many-body quantum charging Energetic channels in finite many-body quantum charging and generalized m-body mean-field projections for classical simulation of d-dimensional Heisenberg-picture dynamics Generalized m-body mean-field projections for classical simulation of d-dimensional Heisenberg-picture dynamics. These provide the theoretical framework needed to analyze the complex energy landscapes relevant to the synergistic charging discussed initially.

The work on operational limits of gravity-mediated entanglement is the most pressing because it directly addresses the practical utility of quantum states in a gravitational context. This research investigates whether two massive objects can become entangled through their mutual gravitational interaction when they are in spatial superposition. It specifically looks at how finite wave packet widths and dephasing affect Bell violation and teleportation fidelity. The findings suggest there are specific parameter windows where these states remain useful, but these useful windows narrow as the wave packets broaden or dephasing increases.

This is complemented by the development of patchwork, which introduces a lattice-surgery compiler for arbitrary multi-qubit Pauli measurements on a two-dimensional surface code layout. This framework simplifies stabilizer placement and gate scheduling using systematic geometric rules, including those for logical Y measurements implemented via twist defects. Furthermore, it includes a wavefront algorithm to partition merged patches into space-time regions to support parallel decoding.

The study on bubble-sort exchange networks examines symmetry selection rules and language-model distillation within exchange-only spin chains. This work explores how these constraints influence the network dynamics, providing insights into the underlying structure of such systems.

Finally, the research on putting a temperature on electron correlation investigates the role of vacancies in frustrated alternating spin-(1, 1/2) Heisenberg chains. This analysis probes how defects alter magnetic properties within these specific spin systems.

Today's papers

The papers

Important terms

Agent-assisted experimental strategy
This involves using an intelligent agent to guide and refine quantum experiments across different hardware platforms, showing a single strategy can be reused effectively.
Quantum no-signalling-assisted zero-error capacity
This concept establishes the tightest upper bound for how much information can be reliably sent in quantum communication when limited by no-signalling correlations.
Singular wave functions
This research studies special wave functions that appear in systems with inverse-power potentials, investigating quantum collapse and bound states.
Transdimensional Chern insulators
This significant work explores new topological states in multilayer graphene superlattices created by specific stacking arrangements, potentially revolutionizing condensed matter physics.