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Information-Theoretic Bounds on the Generalization Error and Privacy
  Leakage in Federated Learning

Information-Theoretic Bounds on the Generalization Error and Privacy Leakage in Federated Learning

5 May 2020
Semih Yagli
Alex Dytso
H. Vincent Poor
    FedML
ArXiv (abs)PDFHTML

Papers citing "Information-Theoretic Bounds on the Generalization Error and Privacy Leakage in Federated Learning"

7 / 7 papers shown
Title
Generalization in Federated Learning: A Conditional Mutual Information Framework
Generalization in Federated Learning: A Conditional Mutual Information Framework
Ziqiao Wang
Cheng Long
Yongyi Mao
FedML
99
1
0
06 Mar 2025
Heterogeneity Matters even More in Distributed Learning: Study from Generalization Perspective
Heterogeneity Matters even More in Distributed Learning: Study from Generalization Perspective
Masoud Kavian
Romain Chor
Milad Sefidgaran
Abdellatif Zaidi
FedML
114
1
0
03 Mar 2025
Provable Privacy Advantages of Decentralized Federated Learning via
  Distributed Optimization
Provable Privacy Advantages of Decentralized Federated Learning via Distributed Optimization
Wenrui Yu
Qiongxiu Li
Milan Lopuhaä-Zwakenberg
Mads Græsbøll Christensen
Richard Heusdens
FedML
85
4
0
12 Jul 2024
Quantifying the Impact of Label Noise on Federated Learning
Quantifying the Impact of Label Noise on Federated Learning
Shuqi Ke
Chao Huang
Xin Liu
FedML
114
7
0
15 Nov 2022
What Do We Mean by Generalization in Federated Learning?
What Do We Mean by Generalization in Federated Learning?
Honglin Yuan
Warren Morningstar
Lin Ning
K. Singhal
OODFedML
123
76
0
27 Oct 2021
An Information-Theoretic Analysis of The Cost of Decentralization for
  Learning and Inference Under Privacy Constraints
An Information-Theoretic Analysis of The Cost of Decentralization for Learning and Inference Under Privacy Constraints
Sharu Theresa Jose
Osvaldo Simeone
FedML
60
0
0
11 Oct 2021
Generalization Bounds for Noisy Iterative Algorithms Using Properties of
  Additive Noise Channels
Generalization Bounds for Noisy Iterative Algorithms Using Properties of Additive Noise Channels
Hao Wang
Rui Gao
Flavio du Pin Calmon
81
18
0
05 Feb 2021
1