Summary

International Symposium on Nonlinear Theory and Its Applications

2022

Session Number:A2L-D

Session:

Number:A2L-D-03

Learning Generic Systems Using Neural Symplectic Forms

Baige Xu ,   Yuhan Chen ,   Takashi Matsubara ,   Takaharu Yaguchi,  

pp.29-32

Publication Date:12/12/2022

Online ISSN:2188-5079

DOI:10.34385/proc.71.A2L-D-03

PDF download (381.9KB)

Summary:
The GENERIC formulation is a way of describing non-equilibrium thermodynamic systems, and GENERIC systems are systems formulated as such. For learning such systems from data, GFINN is an existing method. In this talk, we improved it by applying the recently proposed neural symplectic form, so that it becomes possible to model general GENERIC systems on general symplectic manifolds using data represented by general coordinate systems.