Now you can generate equilibrium conformations for your small molecule in 3 lines of code with ET-Flow! Awesome effort put in by @fntwin.bsky.social!
12.12.2024 16:37 β π 13 π 3 π¬ 0 π 1Now you can generate equilibrium conformations for your small molecule in 3 lines of code with ET-Flow! Awesome effort put in by @fntwin.bsky.social!
12.12.2024 16:37 β π 13 π 3 π¬ 0 π 1π This is the joint work with my amazing colleagues @majhas.bsky.social and @nikhilshenoy.bsky.social. We also thank our fantastic collaborators Dominique Beaini, Stephan Thaler, and Hannes Stark for their invaluable contributions! A special mention to @valenceai.bsky.social for compute powerπͺ
07.12.2024 15:46 β π 4 π 0 π¬ 0 π 0π6/6 ET-Flow sets a new benchmark for 3D molecular conformer generation, suggesting that equivariance is here to stay for molecular machine learning. Stop by our booth at East Exhibition hall at #NeurIPS 2024 on 11th December to connect, exchange ideas, and discuss potential collaborations! π
07.12.2024 15:46 β π 5 π 0 π¬ 2 π 0
π§¬5/6 Results (2/2): Chemical Properties
ET-Flow doesnβt just generate moleculesβit generates chemically and physically feasible molecules. This makes it highly impactful for downstream applications like drug discovery and materials science.
4/6 Results (1/2): Precision & Speed
ET-Flow achieves state-of-the-art precision in molecular conformer generation even with significantly few inference steps. While raw inference speed trails slightly, recent CUDA kernel optimizations for equivariant architectures will further boost performance.
π€ 3/6 Why Equivariance? ET-Flow incorporates equivariant design principles, resulting in a model with just 8.3M parameters, ~30x smaller than best performing non-equivariant baseline MCF-L (242M). This demonstrates how embedding symmetry as an inductive bias leads to efficiency.
07.12.2024 15:46 β π 3 π 0 π¬ 1 π 02/6 We leverage harmonic prior and a rotation alignment, which further simplify learning conditional probability path between base and target distributions. Additionally, our stochastic sampling dynamically corrects the probability flow, enhancing the precision and accuracy of generated conformers.
07.12.2024 15:46 β π 3 π 0 π¬ 1 π 0π‘1/6 Why Flow Matching? Flow Matching directly learns the probability flow between distributions, significantly reducing sampling complexity. This makes it especially suited for 3D molecular conformer generation, where precision and computational efficiency are key.
07.12.2024 15:46 β π 4 π 0 π¬ 1 π 0
Weβre excited to present ET-Flow at #NeurIPS 2024βan Equivariant Flow Matching model that combines simplicity, efficiency, and precision to set a new standard for 3D molecular conformer generation.
πPaper: arxiv.org/abs/2410.22388
πGithub: github.com/shenoynikhil...
β 6/6 ET-Flow sets a new benchmark for 3D molecular conformer generation, suggesting that equivariance is here to stay for molecular machine learning. Stop by at East Exhibition hall at #NeurIPS 2024 on 11th December to connect, exchange ideas, and discuss potential collaboration! π
07.12.2024 15:36 β π 0 π 0 π¬ 0 π 0
π§¬5/6 Results (2/2): Chemical Properties
ET-Flow doesnβt just generate moleculesβit generates chemically and physically feasible molecules. This makes it highly impactful for downstream applications like drug discovery and materials science.
π4/6 Results(1/2): Precision & Speed
ET-Flow achieves state-of-the-art precision in molecular conformer generation with significantly few inference steps. While raw inference speed trails slightly, recent CUDA kernel optimizations for equivariant architectures will further boost performance.
π€3/6 Why Equivariance? ET-Flow incorporates equivariant design principles, resulting in a model with just 8.3M parameters, ~30x smaller than best performing non-equivariant baseline MCF-L (242M). This demonstrates how embedding symmetry as an inductive bias leads to efficiency.
07.12.2024 15:36 β π 0 π 0 π¬ 1 π 02/6 We leverage harmonic prior and a rotation alignment, which simplify learning conditional probability path between base and target distributions. Additionally, our stochastic sampling dynamically corrects the probability flow, enhancing the precision and accuracy of generated conformers.
07.12.2024 15:36 β π 0 π 0 π¬ 1 π 0π‘1/6 Why Flow Matching(FM)? FM directly learns the probability flow between distributions, significantly reducing sampling complexity. This makes it especially suited for 3D molecular conformer generation, where precision and computational efficiency are key.
07.12.2024 15:36 β π 0 π 0 π¬ 1 π 0