Publications

Comment on "Spin-1/2 Kagome Heisenberg Antiferromagnet: Machine Learning Discovery of the Spinon Pair-Density-Wave Ground State"
Field: AI & Condensed Matter
Main points: Comment on a recent machine-learning study of the kagome Heisenberg antiferromagnet. We show that the reported low variational energies arise from broken ergodicity in Metropolis–Hastings sampling thus calling the original claims into question.

H. Kamal, D. Kufel, D. Vu, C. Laumann, N. Yao (2026)
arXiv:2605.28861 PDF

Optimizing the dynamical preparation of quantum spin lakes on the ruby lattice
Field: AI & Condensed Matter
Main points: Using neural networks we demonstrate that exotic phases can be dynamically prepared in Rydberg quantum simulators at specific length scales, contrary to the equilibrium predictions.

D. Vu*, D. Kufel*, J. Kemp, L. Pollet, C. Laumann, N. Yao (2025)
arXiv:2512.09040 PDF

Hardness of recognizing phases of matter
Field: Quantum Computing & Condensed Matter
Main points: Proven that distinguishing quantum phases of matter is exponentially hard in correlation length. This sets limits on capabilities of any quantum AI agents for phase recognition task.

T. Schuster*, D. Kufel*, N. Yao, H. Huang (2025)
arXiv:2510.08503 PDF

Spin squeezing in an ensemble of nitrogen-vacancy centers in diamond
Field: Quantum Sensing
Main points: Experimental paper on the first-to-date detection of spin squeezing in a solid state platform.

W. Wu* , E. Davis* , L. Hughes, B. Ye, Z. Wang, D. Kufel, T. Ono, S. Meynell, M. Block, C. Liu, H. Yang, A. Bleszynski-Jayich, N. Yao (2025)
Nature 646, p. 74–80 arXiv:2503.14585 PDF

Approximately-symmetric neural networks for quantum spin liquids

Field: AI & Condensed Matter
Main points: Constructed tailor-made, scalable and interpretable neural network architectures for studying quantum spin liquid problems.

D. Kufel*, J. Kemp*, D. Vuy, S. Linsel, C. Laumann, N. Yao (2025)
Physical Review Letters 135, 056702 (Editor's Suggestion) arXiv:2405.17541 PDF

Skier and loop the loop with friction

Field: Classical Mechanics
Main points: Developed analytical solutions to the extension of two ‘classic’ problems in classical mechanics.

D. Kufel, A. Sokal (2022)
American Journal of Physics 90, 573 arXiv:2003.02178 PDF

Alternative quantisation condition for wavepacket dynamics in a hyperbolic double well

Field: Atomic Physics
Main points: Proposed a new analytical way of finding allowed energies in the class of hyperbolic-double well potentials by connecting it to a problem of finding roots of some polynomial. Applied this approach to understanding the role of non-adiabatic effects during enhanced ionization.

D. Kufel, H. Chomet, C. Faria (2021)
Journal of Physics A: Mathematical and Theoretical 54, 035304 arXiv:2009.08737 PDF

Online Learning and matching for resource allocation problems

Field: AI
Main points: Devised, provided performance guarantees, and implemented algorithms integrating dual problems in convex optimization with a subclass of reinforcement learning techniques. Applied these algorithms to the traffic-shaping problem.

A. Boskovic, Q. Chen, D. Kufel, Z. Zhou (2019)
SIAM SIURO vol. 13 arXiv:1911.07409 PDF

Analytical modelling of temperature effects on AMPA-type synapse

Field: Computational Neuroscience
Main Points: Used ODE-based modelling for understanding temperature effects on AMPA-type synapses in brain. Simplified the ODEs using some physically-motivated assumptions and shown how the obtained analytical solution faithfully reproduces the results of biological experiments.

D. Kufel, G. Wojcik (2018)
Journal of Computational Neuroscience 44, 379-391 arXiv:1610.00611 PDF

Refereeing

I refereed for Physical Review Letters [multiple times], International Conference on Machine Learning (ICML) - AI4Science Workshop, Physical Review A, Quantum Information Processing conference (QIP), and Quantum Computing Theory in Practice (QCTIP).


© 2024. All rights reserved.

Powered by Hydejack v9.2.1