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2009.14397
Cited By
Deep Equals Shallow for ReLU Networks in Kernel Regimes
30 September 2020
A. Bietti
Francis R. Bach
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Papers citing
"Deep Equals Shallow for ReLU Networks in Kernel Regimes"
50 / 69 papers shown
Title
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A Lipschitz spaces view of infinitely wide shallow neural networks
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Bounds for the smallest eigenvalue of the NTK for arbitrary spherical data of arbitrary dimension
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Sliding down the stairs: how correlated latent variables accelerate learning with neural networks
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Neural reproducing kernel Banach spaces and representer theorems for deep networks
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E. De Vito
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Towards Understanding Inductive Bias in Transformers: A View From Infinity
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Z. Ringel
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Generalization in Kernel Regression Under Realistic Assumptions
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Ohad Shamir
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How many Neurons do we need? A refined Analysis for Shallow Networks trained with Gradient Descent
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Nicole Mücke
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Optimal Rate of Kernel Regression in Large Dimensions
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Hao Zhang
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Qian Lin
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Quantitative CLTs in Deep Neural Networks
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Boris Hanin
Domenico Marinucci
I. Nourdin
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Deborah Oliveira
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Neural Hilbert Ladders: Multi-Layer Neural Networks in Function Space
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34
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Jihao Long
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David Holzmüller
U. V. Luxburg
Ingo Steinwart
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35
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Sparsity-depth Tradeoff in Infinitely Wide Deep Neural Networks
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Daniel D. Lee
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Zixiong Yu
Y. Cotronis
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Adaptation to Misspecified Kernel Regularity in Kernelised Bandits
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Aarti Singh
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Sparse Gaussian Processes with Spherical Harmonic Features Revisited
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Dominic Richards
J. Hensman
14
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28 Mar 2023
Kernel interpolation generalizes poorly
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Haobo Zhang
Qian Lin
29
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Generalization Ability of Wide Neural Networks on
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Manyun Xu
Rui Chen
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A Kernel Perspective of Skip Connections in Convolutional Networks
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Characterizing the Spectrum of the NTK via a Power Series Expansion
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Hui Jin
Benjamin Bowman
Guido Montúfar
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Generalization Properties of NAS under Activation and Skip Connection Search
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Alessandro Favero
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Graph Neural Network Bandits
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Andreas Krause
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26
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Learning sparse features can lead to overfitting in neural networks
Leonardo Petrini
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29
23
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VC Theoretical Explanation of Double Descent
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V. Cherkassky
17
3
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Sobolev Acceleration and Statistical Optimality for Learning Elliptic Equations via Gradient Descent
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Jose H. Blanchet
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30
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On the Spectral Bias of Convolutional Neural Tangent and Gaussian Process Kernels
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Meirav Galun
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Complexity from Adaptive-Symmetries Breaking: Global Minima in the Statistical Mechanics of Deep Neural Networks
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Eigenspace Restructuring: a Principle of Space and Frequency in Neural Networks
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26
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Understanding Layer-wise Contributions in Deep Neural Networks through Spectral Analysis
Yatin Dandi
Arthur Jacot
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16
4
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