Incorporating continuous dependence qualifies physics-informed neural networks for operator learning
Guojie Li, Wuyue Yang, Liu Hong
cn, es (code pays fourni par la source)
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Guojie Li, Wuyue Yang, Liu Hong
cn, es (code pays fourni par la source)
Hamid Mofidi, Wuyue Yang, Mingji Zhang
Ion transport in energy storage nanomaterials is described with models that resolve different scales and different physical effects. Device models such as the Doyle-Fuller-Newman framework are well suited to cell voltage, concentration polarization, and electrode utilization, but they usually average local charge …
cn, us (code pays fourni par la source)
Wuyue Yang, Sheng Ran, Liu Hong
es, cn (code pays fourni par la source)
Hamid Mofidi, Maziar Raissi, Wuyue Yang
Abstract. Multiple timescale systems have long been a subject of extensive study, with geometric singular perturbation theory (GSPT) emerging as a common tool for analyzing such systems. In this work, we present a comprehensive study of ordinary differential equations in the form …
cn, es, us (code pays fourni par la source)
Z. Zeng, Wuyue Yang, Hong Liu, Pipi Hu et autres
cn (code pays fourni par la source)
Guojie Li, Sheng Ran, Wuyue Yang, Liu Hong
Inspired by the well-known mathematical statements on the continuous dependence of solutions to ordinary differential equations on initial values and parameters, we make a non-trivial extension of the physics-informed neural networks by incorporating additional information on the continuous dependence of solutions (abbreviated …
cn, es (code pays fourni par la source)
Wuyue Yang, Liangrong Peng, Guojie Li, Liu Hong
Maximum entropy principle (MEP) offers an effective and unbiased approach to inferring unknown probability distributions when faced with incomplete information, while neural networks provide the flexibility to learn complex distributions from data. This paper proposes a novel neural network architecture, the MEP-Net, …
es, cn (code pays fourni par la source)
Sheng Ran, Tao Huang, Wuyue Yang
Knowledge Distillation (KD) is one of the most effective and widely used methods for model compression of large models. It has achieved significant success with the meticulous development of distillation losses. However, most state-of-the-art KD losses are manually crafted and task-specific, raising …
cn, au (code pays fourni par la source)
Xinyu Zhang, Wuyue Yang, Liangrong Peng, Liu Hong
Polymeric aggregates play a significant role in biology and chemical engineering. In order to make a clear description of their underlying formation procedure, simplified models are crucial because the original mass-action equations involve numerous variables, complicating analysis and understanding. While the dynamical …
cn, es (code pays fourni par la source)
This paper presents a two-phase method for learning interaction kernels of stochastic many-particle systems. After transforming stochastic trajectories of every particle into the particle density function by the kernel density estimation method, the first phase of our approach combines importance sampling with …
cn (code pays fourni par la source)
Yan Jiang, Zhijun Zeng, Wuyue Yang, Hong Liu et autres
cn, es (code pays fourni par la source)
This paper presents a two-phase method for learning interaction kernels of stochastic many-particle systems. After transforming stochastic trajectories of every particle into the particle density function by the kernel density estimation method, the first phase of our approach combines importance sampling with …
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