About Yunfeng Liao
Yunfeng Liao, an undergraduate researcher, works for Harbin Institute of Technology (Shenzhen). He is now focusing on AI4PDE and further for gaming engines/graphics, under guidance of Assistant Professor Xiucheng Li.
Education
Undergraduate - Computer Science in Harbin Institute of Technology(Shenzhen)
- GPA: 3.85/4.0 (90.906/100.000).
- TOFEL: 104/120(R26/L28/S25/W25); CET-6: 586/710; CET-4: 654/710
Publication
(ICML'25) Curvature-aware Graph Attention for PDEs on Manifolds
- Authors: Yunfeng Liao, Jiawen Guan, Xiucheng Li
- Status: Accepted
(NeurlPS'25) Boundary-Value PDEs Meet Higher-Order Differential Topology-aware GNNs
- Authors: Yunfeng Liao, Yangxin Wu, Xiucheng Li
- Status: Spotlight
- Region: AI4PDE, Differential Geometry, Electromagnetism, Graph Neural Networks.
Research Interest
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AI for PDE. He is exploring neural approaches to naturally integrate science (pure math & mathematical physics) and concrete applications (PDE solving). Recently, he devotes to exploring neural methods to solve PDEs in curved spaces or embedded submanifolds.
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AI for gaming engines/graphics (on physics simulation rendering). Physics simulations (fabrics, particles and fluid simulation, ray-tracing etc) can be time-consuming in rendering. Neural methods (AI4PDE) enjoy high efficiency and tolerable inaccuracy, outperforming numerical solvers in time-sensitive scenarios, such as gaming engines (real-time rendering).
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Machine learning / Deep learning theory.
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Genshin Impact. Kaedehara Kazuha!
Skills
- Pure Math. Advanced Calculus, Real/Complex/Functional/Convex Analysis, Advanced/Abstract/Lie Algebra, Group Representation, Differential Geometry, Basic Topology, Ordinary/Partial Differential Equations.
- Physics. Analytical/Quatumatic mechanism, Fluid Dynamics, Electrodynamics.
- Applied Math. Random process, Stochastic Differential Equations, Numerical methods, Discrete Differential Geometry, Computational Geometry, Classical/Bayesian Statistics.
- Programming: PyTorch, C/C++, JAVA.
- AI: Deep Learning (Graph Neural Networks, Time Series Analysis), Deep Learning Theory, Reinforce Learning.
- Learning: Algebraic topology, Geometry Analysis, Ricci Flow, Gauge theory, Graphics, Optimal Transport, Diffusion, OpenGL.