Examining Scaling Laws of Parametric Matrix Models
ORAL
Abstract
Parametric Matrix Models (PMMs) are a powerful new tool in machine learning, which allow for a multitude of ways to approach complex equations. In this work, we examine the scaling laws of PMMs and how their accuracy and efficiency changes with several different factors. Factors include but are not limited to trainable parameter count, amount of data, and initial formulation of the PMM. Through various plots of accuracy and inference time, we can get an idea of how PMMs scale compared to other, more common, machine learning models.
*This work is supported by the STREAMLINE collaboration through the U.S. Department of Energy grant number DE-SC0024586.
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Presenters
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Nick Rohde
- Facility for Rare Isotope Beams, Michigan State University