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DDPS | ML for Solving PDEs: Neural Operators on Function Spaces by Anima Anandkumar 

Inside Livermore Lab
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We will present exciting developments in the use of AI for scientific applications. This includes diverse domains such as weather and climate modeling, deep earth modeling, etc. We have developed principled approaches that enables zero-shot generalization beyond the training domain. This includes neural operators that yield 4-5 orders of magnitude speedups over numerical weather models and other scientific simulations. They learn mappings between function spaces that makes them ideal for capturing multi-scale processes.
Bio: Anima Anandkumar is a Bren Professor at Caltech and Director of ML Research at NVIDIA. She was previously a Principal Scientist at Amazon Web Services. She has received several honors such as Alfred. P. Sloan Fellowship, NSF Career Award, Young investigator awards from DoD, and Faculty Fellowships from Microsoft, Google, Facebook, and Adobe. She is part of the World Economic Forum's Expert Network. She is passionate about designing principled AI algorithms and applying them in interdisciplinary applications. Her research focus is on unsupervised AI, optimization, and tensor methods.
DDPS webinar: www.librom.net...
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About LLNL: Lawrence Livermore National Laboratory has a mission of strengthening the United States’ security through development and application of world-class science and technology to: 1) enhance the nation’s defense, 2) reduce the global threat from terrorism and weapons of mass destruction, and 3) respond with vision, quality, integrity and technical excellence to scientific issues of national importance. Learn more about LLNL: www.llnl.gov/.
LLNL-VIDEO-848789

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5 окт 2024

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Комментарии : 5   
@sinitarium
@sinitarium 8 месяцев назад
Excellent. Really cool examples!
@couilluss
@couilluss Год назад
Thank you! These tools are very useful
@DB-in2mr
@DB-in2mr Год назад
So then scale resolution and scale solvers could be a new wave? Intriguing daniele
@youseftraveller2546
@youseftraveller2546 Год назад
Current machine-learning methods have not contributed to our understanding of fluid mechanics, for example, which is basically governed by one of the most difficult partial differential equations set.
@Rohan-zz4vm
@Rohan-zz4vm Год назад
Machine learning is usually used as black box tool and we are more concern on good result i.e good mapping between input space to output space. This is my point of view. Could you elaborate more on what to you mean by understanding of fluid mechanics with examples?
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