Quantum many-body physics
Critical phenomena, exactly solvable models, quantum geometry, and structural descriptions of many-body systems.
Physics · Machine Learning · Scientific Computing
PhD Student in Physics
Department of Physics, National Tsing Hua University
I work on theoretical and computational many-body physics and machine learning methods for physics, with particular interests in critical phenomena, quantum and geometric structures, generative models for scientific sampling, and efficient numerical methods.
Latest preprint
Qian-Rui Lee, Daw-Wei Wang · arXiv:2609.24905 [cond-mat.stat-mech]
Critical phenomena, exactly solvable models, quantum geometry, and structural descriptions of many-body systems.
Generative modeling, Flow Matching, equivariant neural networks, and physically constrained learning architectures.
Hamiltonian general relativity, connection formulations, gauge structure, and geometric methods across field theory.
GPU Monte Carlo, tensor and linear-algebra tooling, and reproducible numerical workflows for physics.
Preprint · arXiv:2609.24905 [cond-mat.stat-mech]
Technical note · Zenodo technical note
Journal article · Machine Learning: Science and Technology
Preprint · arXiv:2503.12099
Versioned code, data, and figure regeneration for the channel-concentration preprint.
Flow Matching as a reusable, physically informed initializer for Monte Carlo simulations of many-body systems.
A modular lattice-gauge-equivariant CNN framework with U(1) and SU(2) demonstrations and explicit mathematical structure.
GPU-accelerated Markov-chain Monte Carlo notebooks for lattice field and spin models, including 2D phi^4, Ising, Potts, and XY systems.