Topological classification through knotted graphs: Fermi surface dispersions and Lifshitz transitions
[Equal contribution; co-first authors listed alphabetically.]
arXiv preprint arXiv:2609.133902026
Under review at Nature Physics
* Equal contribution † Corresponding author(s)
[Equal contribution; co-first authors listed alphabetically.]
arXiv preprint arXiv:2609.133902026
Under review at Nature Physics
arXiv preprint arXiv:2609.311522026
arXiv preprint arXiv:2608.204532026
Under review at Advanced Quantum Technologies
2026
Under review at Nature Communications
Communications Physics2026
ICLR 2026
Media Coverage:NUS ScienceSichuan University Physics
AAAI 2026 XAI4Science Workshop
AI4X — Accelerate Conference 2026
AI4X 2025 International Conference
AI4X 2025 International Conference
* Estimated conference impact score from CS Conference Impact Factors. Venue metrics are labelled by year. JCR category: Physics, Multidisciplinary; XinRui category: Physics and Astronomy.
KnottedGraph: Python framework for constructing, visualizing, and analyzing knotted graphs, including scalable Yamada polynomial evaluation.