Awesome Physics ML
Physics ML is one of the most active areas in Awesome AI for Science β 7,731 papers in this collection, evaluated on datasets like QM9, Materials Project, Burgers' equation. A strong starting point is "A foundation model for atomistic materials chemistry".
Datasets & benchmarks
Key papers
- A foundation model for atomistic materials chemistry (2024)Ilyes Batatia et al.14.08
- From enhanced sampling to reaction profiles (2021)Enrico Trizio et al.13.39
- i-PI 2.0: A Universal Force Engine for Advanced Molecular Simulations (2018)Venkat Kapil et al.13.35
- Ab initio thermodynamics of liquid and solid water (2018)Bingqing Cheng et al.13.23
- Atom-Density Representations for Machine Learning (2018)Michael J. Willatt et al.11.69
- InternAgent-1.5: A Unified Agentic Framework for Long-Horizon Autonomous Scientific Discovery (2026)Shiyang Feng et al.11.14
- DeePMD-kit v3: A Multiple-Backend Framework for Machine Learning
Potentials (2025)Jinzhe Zeng et al.11.02
- Physics-Informed Diffusion Models (2024)Jan-Hendrik Bastek et al.10.79
- DeepSeek vs. ChatGPT vs. Claude: A Comparative Study for Scientific
Computing and Scientific Machine Learning Tasks (2025)Qile Jiang et al.10.30
- Recursive Flow Matching (2026)Jiahe Huang et al.10.00
- Space Group Informed Transformer for Crystalline Materials Generation (2024)Zhendong Cao et al.9.73
- DeepScientist: Advancing Frontier-Pushing Scientific Findings Progressively (2025)Yixuan Weng et al.9.55
- DenseGNN: universal and scalable deeper graph neural networks for
high-performance property prediction in crystals and molecules (2025)Hongwei Du et al.9.49
- PET-MAD, a lightweight universal interatomic potential for advanced materials modeling (2025)Arslan Mazitov et al.9.48
- Multi-Objective Loss Balancing for Physics-Informed Deep Learning (2021)Rafael Bischof et al.9.39
- Can KAN CANs? Input-convex Kolmogorov-Arnold Networks (KANs) as hyperelastic constitutive artificial neural networks (CANs) (2025)Prakash Thakolkaran et al.9.36
- Physics-Driven Learning for Inverse Problems in Quantum Chromodynamics (2025)Gert Aarts et al.9.31
- Artificial Intelligence for Science in Quantum, Atomistic, and Continuum Systems (2023)Xuan Zhang et al.9.29
- Separable DeepONet: Breaking the Curse of Dimensionality in
Physics-Informed Machine Learning (2024)Luis Mandl et al.9.22
- Wyckoff Transformer: Generation of Symmetric Crystals (2025)Nikita Kazeev et al.9.15
- Mitigating Spectral Bias in Neural Operators via High-Frequency Scaling
for Physical Systems (2025)Siavash Khodakarami et al.9.00
- The Evolution of Machine Learning Potentials for Molecules, Reactions and Materials (2025)Junfan Xia et al.8.94
- Learning Smooth and Expressive Interatomic Potentials for Physical
Property Prediction (2025)Xiang Fu et al.8.94
- Machine Learning Potential for Electrochemical Interfaces with Hybrid Representation of Dielectric Response (2024)Jia-Xin Zhu and Jun Cheng8.91
- Challenges and Advancements in Modeling Shock Fronts with
Physics-Informed Neural Networks: A Review and Benchmarking Study (2025)Jassem Abbasi et al.8.84
- A universal augmentation framework for long-range electrostatics in machine learning interatomic potentials (2025)Dongjin Kim et al.8.80
- A fast and accurate physics-informed neural network reduced order model with shallow masked autoencoder (2020)Youngkyu Kim et al.8.66
- Fine-Tuned Language Models Generate Stable Inorganic Materials as Text (2024)Nate Gruver et al.8.63
- Advances in modeling complex materials: The rise of neuroevolution
potentials (2025)Penghua Ying et al.8.56
- Combining physics-based and data-driven models: advancing the frontiers
of research with Scientific Machine Learning (2025)Alfio Quarteroni and Paola Gervasio and Francesco Regazzoni8.56
- A Graph Neural Network for the Era of Large Atomistic Models (2025)Duo Zhang et al.8.45
- Machine learning Hubbard parameters with equivariant neural networks (2024)Martin Uhrin et al.8.34
- A General Neural Network Potential for Energetic Materials with C, H, N,
and O elements (2025)Mingjie Wen et al.8.29
- Deep Learning Sheds Light on Integer and Fractional Topological
Insulators (2025)Xiang Li et al.8.29
- Learning and discovering multiple solutions using physics-informed
neural networks with random initialization and deep ensemble (2025)Zongren Zou et al.8.18
- Action-Minimization Meets Generative Modeling: Efficient Transition Path Sampling with the Onsager-Machlup Functional (2025)Sanjeev Raja et al.8.12
- PYSED: A tool for extracting kinetic-energy-weighted phonon dispersion and lifetime from molecular dynamics simulations (2025)Ting Liang et al.8.06
- Chemistry Beyond the Scale of Exact Diagonalization on a Quantum-Centric Supercomputer (2024)Javier Robledo-Moreno et al.8.02
- A Supervised Machine Learning Approach for Accelerating the Design of Particulate Composites: Application to Thermal Conductivity (2020)Mohammad Saber Hashemi et al.7.91
- Multiple-Input Fourier Neural Operator (MIFNO) for source-dependent 3D
elastodynamics (2024)Fanny Lehmann et al.7.88
- AI-Powered Prediction of Nanoparticle Pharmacokinetics: A Multi-View
Learning Approach (2025)Amirhossein Khakpour et al.7.82
- Learning Hidden Physics and System Parameters with Deep Operator Networks (2024)Dibakar Roy Sarkar et al.7.77
- High pressure hydrogen by machine learning and quantum Monte Carlo (2021)Andrea Tirelli et al.7.76
- Predicting Crack Nucleation and Propagation in Brittle Materials Using
Deep Operator Networks with Diverse Trunk Architectures (2025)Elham Kiyani (1) et al.7.71
- Critical Limitations in Quantum-Selected Configuration Interaction Methods (2025)Peter Reinholdt et al.7.71
- Physics-informed graph neural networks for flow field estimation in carotid arteries (2024)Julian Suk et al.7.55
- Machine Learning and Data-Driven Methods in Computational Surface and Interface Science (2025)Lukas H\"ormann et al.7.55
- Advanced Space Mapping Technique Integrating a Shared Coarse Model for Multistate Tuning-Driven Multiphysics Optimization of Tunable Filters (2025)Haitian Hu et al.7.47
- QCPINN: Quantum-Classical Physics-Informed Neural Networks for Solving PDEs (2025)Afrah Farea et al.7.40
- Computing solvation free energies of small molecules with experimental accuracy (2024)J. Harry Moore et al.7.38
- AgenticSciML: Collaborative Multi-Agent Systems for Emergent Discovery in Scientific Machine Learning (2025)Qile Jiang et al.7.33
- Decoding the Competing Effects of Dynamic Solvation Structures on
Nuclear Magnetic Resonance Chemical Shifts of Battery Electrolytes via
Machine Learning (2025)Qi You et al.7.29
- Optimizing the Optimizer for Physics-Informed Neural Networks and Kolmogorov-Arnold Networks (2025)Elham Kiyani et al.7.29
- A physics-informed Bayesian optimization method for rapid development of
electrical machines (2025)Pedram Asef and Christopher Vagg7.24
- Generalized invariants meet constitutive neural networks: A novel framework for hyperelastic materials (2025)Denisa Martonov\'a et al.7.17
- Neural Operator: Is data all you need to model the world? An insight into the paradigm of data-driven scientific ML (2023)Hrishikesh Viswanath et al.7.16
- Exploring the design space of machine-learning models for quantum chemistry with a fully differentiable framework (2025)Divya Suman et al.7.13
- Representation Meets Optimization: Training PINNs and PIKANs for Gray-Box Discovery in Systems Pharmacology (2025)Nazanin Ahmadi Daryakenari et al.7.13
- Finite basis Kolmogorov-Arnold networks: domain decomposition for data-driven and physics-informed problems (2024)Amanda A. Howard et al.7.05
- Pre-training, fine-tuning, and distillation (PFD): Automatically generating machine learning force fields from universal models (2025)Ruoyu Wang et al.7.02