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Tight Nonparametric Convergence Rates for Stochastic Gradient Descent
  under the Noiseless Linear Model

Tight Nonparametric Convergence Rates for Stochastic Gradient Descent under the Noiseless Linear Model

15 June 2020
Raphael Berthier
Francis R. Bach
Pierre Gaillard
ArXivPDFHTML

Papers citing "Tight Nonparametric Convergence Rates for Stochastic Gradient Descent under the Noiseless Linear Model"

9 / 9 papers shown
Title
Corner Gradient Descent
Corner Gradient Descent
Dmitry Yarotsky
46
0
0
16 Apr 2025
Better Rates for Random Task Orderings in Continual Linear Models
Better Rates for Random Task Orderings in Continual Linear Models
Itay Evron
Ran Levinstein
Matan Schliserman
Uri Sherman
Tomer Koren
Daniel Soudry
Nathan Srebro
CLL
40
0
0
06 Apr 2025
Scaling Laws in Linear Regression: Compute, Parameters, and Data
Scaling Laws in Linear Regression: Compute, Parameters, and Data
Licong Lin
Jingfeng Wu
Sham Kakade
Peter L. Bartlett
Jason D. Lee
LRM
44
15
0
12 Jun 2024
Statistical Optimality of Divide and Conquer Kernel-based Functional
  Linear Regression
Statistical Optimality of Divide and Conquer Kernel-based Functional Linear Regression
Jiading Liu
Lei Shi
33
9
0
20 Nov 2022
Non-reversible Parallel Tempering for Deep Posterior Approximation
Non-reversible Parallel Tempering for Deep Posterior Approximation
Wei Deng
Qian Zhang
Qi Feng
F. Liang
Guang Lin
31
4
0
20 Nov 2022
Provable Generalization of Overparameterized Meta-learning Trained with
  SGD
Provable Generalization of Overparameterized Meta-learning Trained with SGD
Yu Huang
Yingbin Liang
Longbo Huang
MLT
30
8
0
18 Jun 2022
Polynomial convergence of iterations of certain random operators in
  Hilbert space
Polynomial convergence of iterations of certain random operators in Hilbert space
Soumyadip Ghosh
Ying-Ling Lu
T. Nowicki
9
0
0
04 Feb 2022
Tight Convergence Rate Bounds for Optimization Under Power Law Spectral
  Conditions
Tight Convergence Rate Bounds for Optimization Under Power Law Spectral Conditions
Maksim Velikanov
Dmitry Yarotsky
22
6
0
02 Feb 2022
Kernel Methods for Causal Functions: Dose, Heterogeneous, and
  Incremental Response Curves
Kernel Methods for Causal Functions: Dose, Heterogeneous, and Incremental Response Curves
Rahul Singh
Liyuan Xu
Arthur Gretton
OffRL
68
28
0
10 Oct 2020
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