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SHEN Haiyang

WWW21-Characterizing Impacts of Heterogeneity in Federated Learning upon Large-Scale Smartphone Data FedScale用的就是这篇文章的数据
MobiSys22-FedBalancer: Data and Pace Control for Efficient Federated Learning on Heterogeneous Clients 收获: 该优化方法精心设计了在客户
arXiv22-FEDNAS: FEDERATED DEEP LEARNING VIA NEURAL ARCHITECTURE SEARCH
SenSys21-FedMask: Joint Computation and Communication-Efficient Personalized Federated Learning via Heterogeneous Maskin
MobiCom21-Hermes: An Efficient Federated Learning Framework for Heterogeneous Mobile 这种剪枝方法自适应的根据设备数据学习到较好的剪枝方法,基于的假设是:
IMC17-Complexity vs. Performance: Empirical Analysis of Machine Learning as a Service Empirial Study的findings、goal和metho
OSDI22-Walle: An End-to-End, General-Purpose, and Large-Scale Production System for Device-Cloud Collaborative Machine L
arXiv21-FEDLAB-A-FLEXIBLE-FEDERATED-LEARNING-FRAMEWORK 设计的目标: 轻量化的进行FL的模拟,a lightweight open-source framework for FL si
arXiv20-FLOWER-A-FRIENDLY-FEDERATED-LEARNING-FRAMEWORK 解决的问题:Although there are a number of research frameworks availabl
arXiv20-FedML-A Research Library and Benchmark for Federated Machine LearningFedML:an open research library and benchmar
PMLR21-Data-Free-Knowledge-Distillation-for-Heterogeneous-Federated-Learning1. Overviewcode User heterogeneity has impo
FLStatistical heterogeneityAdapt the global model to accommodate personalized local models for non-IID dataMeta learning
ICLR21-HETEROFL-COMPUTATION AND COMMUNICATION EFFICIENT FEDERATED LEARNING FOR HETEROGENEOUS CLIENTS 作者: https://diaoen
MobiCom20-Billion-Scale Federated Learning on Mobile Clients A Submodel Design with Tunable Privacy作者: https://niuchaoy
OSDI21-Oort Efficient Federated Learning via Guided Participant Selection 一种新型的联邦分布式架构(Oort)及未来研究方向 - 知乎 (zhihu.com) 优先选
ICML22-FedScale-Benchmarking Model and System Performance of Federated Learning at Scale这篇文章开始做了一个empirial study,发现了当前b
OSDI22-Automatic Reliability Testing for Cluster Management Controllers作者根据insight给的一些可能的错误类型,对k8s的调度器调用API的接口进行了一个封装,通过
SysML19-TOWARDS FEDERATED LEARNING AT SCALE: SYSTEM DESIGNAndroid’s AIDL IPC mechanism? 概述把代码放数据那,处理的问题:privacy, ownersh
概率论部分内容复习卡方分布设$X_{1}, X_{2}, …, X_{n}$是来自总体$N(0, 1)$的样本,则称统计量 $$\chi^2=X_{1}^{2}+X_{2}^{2}+…+X_{n}^{2}$$ 服从自由度为n的$\chi^{
How to build a blog like this? How to build a blog like this? What you need is this blog .(There may exists some typos,

座右铭

往者不可谏,来者犹可追. -《论语·微子》

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