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1434 matching published research entries
Quantum Research · 2026-11-04

Runtime Compilation for Quantum Circuits with PQF-Enabled $R_z$ Synthesis

arXiv:2611.04075v1 Announce Type: new Abstract: In Fault-Tolerant Quantum Computing (FTQC) using surface codes, reducing $T$-count is critical for efficient computation due to the high cost of $T$-state distillation. Probabilistic Quantum Circuit with Fallback (PQF) synthesis significantly lowers $T$-counts compared to standard protocols like Gridsynth, but introduces high circuit dynamism through extra gates…

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Quantum Research · 2026-11-04

Gaussian Quantum Integrated Sensing and Communication

arXiv:2611.04047v1 Announce Type: new Abstract: We consider a quantum integrated sensing and communication problem over an optical link in which a low-power transmitter simultaneously communicates with a receiver and identifies the range of a defect producing a backscattered signal.

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Quantum Research · 2026-11-04

Tight Quasiprobabilistic Entropic Uncertainty Relations for Discrete Quantum Systems

arXiv:2611.04009v1 Announce Type: new Abstract: It was conjectured by Wehrl and proven by Lieb that the Shannon differential entropy of the Husimi function of a continuous-variable quantum state is lower bounded by the value it takes on coherent states. This corroborates the intuition, familiar from Heisenberg's uncertainty relations, that coherent states are minimal uncertainty states.

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Quantum Research · 2026-11-04

Pump quantization changes optimal measurements for quantum sensing

arXiv:2611.03943v1 Announce Type: new Abstract: Standard analyses of quantum phase sensing often neglect the overhead of generating squeezed-light by treating the pump as an undepleted classical resource. Realistically, the pump is a quantum object that undergoes significant depletion and entangles with the produced squeezed light, raising the question of how the crossover from a classical to a quantum pump limits…

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Quantum Research · 2026-11-04

Non-Hermitian effective dynamics from post-selection protocols

arXiv:2611.03910v1 Announce Type: new Abstract: Multiple seemingly distinct frameworks are commonly proposed to explain the emergence of effective non-Hermitian dynamics in quantum systems coupled to an environment. Furthermore, it remains contested how to properly calculate expectation values or whether thermal equilibrium states exist in non-Hermitian systems.

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Quantum Research · 2026-11-04

Analog quantum simulation of paraparticle statistics

arXiv:2611.03908v1 Announce Type: new Abstract: Bosonic and fermionic quantum statistics describe all known elementary and emergent particles in three dimensions, although many attempts have been made to discover other valid quantum statistical frameworks.

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Quantum Research · 2026-11-04

Unital qubit channels are $3$-noisy

arXiv:2611.03894v1 Announce Type: new Abstract: The algebraic and environmental characteristics of mixed unitary quantum operations are investigated. It is established that the composition of two uniformly n-mixed unitary channels is itself n-noisy, and this n-noisy property is shown to be an invariant under unitary equivalence.

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Quantum Research · 2026-11-04

Hardware-Aware Design and Layout Selection in Quantum Reservoir Computing for Insurance Claims Forecasting

arXiv:2611.03891v1 Announce Type: new Abstract: Quantum reservoir computing (QRC) processes temporal information through quantum dynamics, but it remains unclear whether small QRC models can forecast real data competitively with classical models and whether their predictions survive the transfer from ideal simulation to noisy hardware.

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Quantum Research · 2026-11-04

High-fidelity quantum gate learning via physics-informed neural networks

arXiv:2611.03851v1 Announce Type: new Abstract: We propose a physics-informed neural network (PINN) approach for high-fidelity quantum gate learning in both one- and two-qubit systems. We train a PINN using the time-dependent Schr\"{o}dinger equation, where smooth control fields with fixed boundary conditions are obtained by minimizing a loss function that considers model dynamics, gate error, physical constraints…

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Quantum Research · 2026-11-04

Entanglement-Aware Quantum Circuit Optimization through Globally Optimal Partitioning

arXiv:2611.03845v1 Announce Type: new Abstract: We introduce a scalable framework for globally optimal quantum-circuit partitioning and entanglement-aware block resynthesis. The partitioning problem is formulated as an integer linear program over qubit-feasible convex subcircuits, supporting objectives such as minimizing the number of partitions or a weighted execution cost.

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Quantum Research · 2026-11-04

Long-range entangled criticality from coherent errors

arXiv:2611.03811v1 Announce Type: new Abstract: We find that coherent error can induce a phase transition from the clean surface code phase into an extended long-range entangled critical regime with diverging Markov length. To demonstrate this, we establish two general results of independent interest.

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Quantum Research · 2026-11-04

Optimised finite key for satellite up-link entangled quantum key distribution

arXiv:2611.03788v1 Announce Type: new Abstract: Entanglement-based quantum key distribution from ground to satellite has been proposed as a scalable primitive for global quantum networks and will be demonstrated as part of the imminent QEYSSat mission. Both theoretical studies and experimental emulations have shown that a significant asymptotic key rate can be expected.

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Quantum Research · 2026-11-04

Quantum banking system for secure cash withdrawal

arXiv:2611.03706v1 Announce Type: new Abstract: A quantum-secure withdrawal framework is presented by replacing reproducible classical credentials with quantum tokens for authentication. The protocol integrates token generation, authentication, and verification into the existing banking workflow using experimentally motivated quantum control techniques.

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Machine Learning · 2026-11-04

Denoising Is Stein: Moment Access and a Resource Hierarchy for Learning Hidden Structure in Diffusion Models

arXiv:2611.04043v1 Announce Type: new Abstract: We study score learning from denoising pairs when the data contain a hidden non-Gaussian component. If covariance reveals the component, its subspace can be recovered directly. If covariance is isotropic, the first distinguishing moment has order $k^\ast$, and the learner must extract that moment from clean points and their noisy views.

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Machine Learning · 2026-11-04

Rapid Mean-Field Formation Transport with a Shared-Representation Neural Fokker-Planck Controller

arXiv:2611.03981v1 Announce Type: new Abstract: This paper develops a mean-field formation transport method with low online computational cost for large-scale multi-agent systems. Classical mean-field planners often require repeated solutions of coupled forward and backward partial differential equations, making online replanning computationally demanding.

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Machine Learning · 2026-11-04

Ermakov--Based embeddings as a parameter-free layer for physics-informed neural networks

arXiv:2611.03964v1 Announce Type: new Abstract: Evolution equations with time-dependent coefficients force a neural solver to spend capacity on a scale that the equation already determines. We show that a single classical object, the Ermakov-Pinney scale function $\rho$, can be written into the input layer of a physics-informed neural network as a parameter-free embedding.

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Machine Learning · 2026-11-04

Sampling Interventional Distributions with Orthogonal MMD Flow

arXiv:2611.03962v1 Announce Type: new Abstract: Many causal inference problems require sampling from interventional outcome distributions rather than estimating low-dimensional summaries. Existing approaches often rely on fitting generative models of the target distribution together with additional nuisance components, which can be computationally demanding for high-dimensional outcomes.

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Machine Learning · 2026-11-04

Forget What Comes Next: LLM Unlearning via Statistical Independence

arXiv:2611.03955v1 Announce Type: new Abstract: Large language models (LLMs) can memorize and reproduce fragments of their training data, raising privacy and legal concerns that motivate machine unlearning. Yet poisoned training examples can remain statistically detectable after unlearning, which raises the question of whether current unlearning objectives remove what the model has memorized at all.

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