About this Digital Document
We propose MetaNOR, a meta-learnt approach for transfer-learning operators
based on the nonlocal operator regression. The overall goal is to efficiently
provide surrogate models for new and unknown material-learning tasks with
different microstructures. The algorithm consists of two phases: (1) learning a
common nonlocal kernel representation from existing tasks; (2) transferring the
learned knowledge and rapidly learning surrogate operators for unseen tasks
with a different material, where only a few test samples are required. We apply
MetaNOR to model the wave propagation within 1D metamaterials, showing
substantial improvements on the sampling efficiency for new materials.
Full Title
MetaNOR: A Meta-Learnt Nonlocal Operator Regression Approach for Metamaterial Modeling
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Contributor(s)
Publisher
arXiv
Date Issued
2022-06-04
Language
English
Type
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Form
electronic document
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Creator role
Faculty
Identifier
Zhang, . L., You, . H., & Yu, . Y. (2022). MetaNOR: A Meta-Learnt Nonlocal Operator Regression Approach for Metamaterial Modeling (1–). https://preserve.lehigh.edu/lehigh-scholarship/faculty-staff-publications/faculty-publications/metanor-meta-learnt-nonlocal
Zhang, Lu, Huaiqian You, and Yue Yu. 2022. “MetaNOR: A Meta-Learnt Nonlocal Operator Regression Approach for Metamaterial Modeling”. https://preserve.lehigh.edu/lehigh-scholarship/faculty-staff-publications/faculty-publications/metanor-meta-learnt-nonlocal.
Zhang, Lu, et al. MetaNOR: A Meta-Learnt Nonlocal Operator Regression Approach for Metamaterial Modeling. 4 June 2022, https://preserve.lehigh.edu/lehigh-scholarship/faculty-staff-publications/faculty-publications/metanor-meta-learnt-nonlocal.