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A Random Matrix Theory Approach to Damping in Deep Learning
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A Random Matrix Theory Approach to Damping in Deep Learning

15 November 2020
Diego Granziol
Nicholas P. Baskerville
    AI4CEODL
ArXiv (abs)PDFHTML

Papers citing "A Random Matrix Theory Approach to Damping in Deep Learning"

2 / 2 papers shown
Matricial Free Energy as a Gaussianizing Regularizer: Enhancing Autoencoders for Gaussian Code Generation
Matricial Free Energy as a Gaussianizing Regularizer: Enhancing Autoencoders for Gaussian Code Generation
Rishi Sonthalia
Raj Rao Nadakuditi
133
0
0
20 Oct 2025
Universal characteristics of deep neural network loss surfaces from
  random matrix theory
Universal characteristics of deep neural network loss surfaces from random matrix theory
Nicholas P. Baskerville
J. Keating
F. Mezzadri
J. Najnudel
Diego Granziol
247
7
0
17 May 2022
1
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