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Learning-Enhanced Structure Preserving Particle Methods for Landau Equation

Institute for Pure & Applied Mathematics (IPAM) via YouTube

Overview

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Explore deep learning-enhanced computational methods for solving the Landau equation in this 32-minute conference presentation from IPAM's Scientific Machine Learning Workshop. Discover how traditional structure-preserving particle methods can be augmented with neural networks to tackle the computational challenges posed by the Landau equation, a fundamental equation in kinetic theory and plasma physics. Learn about the complexities of the Landau operator, high-dimensional problems, and the critical need to preserve physical properties in numerical solutions. Understand how these innovative hybrid approaches combine the reliability of established numerical techniques with the approximation capabilities of deep learning to handle high-dimensional scenarios with minimal training requirements. Gain insights into cutting-edge research that bridges computational physics, machine learning, and kinetic theory for advancing plasma physics simulations.

Syllabus

Li Wang - Learning-enhanced structure preserving particle methods for Landau equation - IPAM at UCLA

Taught by

Institute for Pure & Applied Mathematics (IPAM)

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