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龙马统数·见微知著大讲堂第48讲:Communication-Efficient Distributed Linear Discriminant Analysis for Binary Classification
  点击次数: 次 发布时间🎭:2023-10-11   编辑:凯发平台

报告题目🧤:Communication-Efficient Distributed Linear Discriminant Analysis for Binary Classification

报告时间:2023年10月13日(星期五)下午14:00-15:00

报告地点🚣🏻:沙河校区🍵,二教205

报告人:赵俊龙,北京师范大学统计K8凯发,教授

报告摘要:Large-scale data are common when the sample size n is large, and these data are often stored on k different local machines. Distributed statistical learning is an efficient way to deal with such data. In this study, we consider the binary classification problem for massive data based on a linear discriminant analysis (LDA) in a distributed learning framework. The classical centralized LDA requires the transmission of some p-by-p summary matrices to the hub, where p is the dimension of the variates under consideration. This can be a burden when p is large or the communication costs between the nodes are expensive. We consider two distributed LDA estimators, two-round and one-shot estimators, which are communication-efficient without transmitting p-by-p matrices. We study the asymptotic relative efficiency of distributed LDA estimators compared to a centralized LDA using random matrix theory under different settings of k. It is shown that when k is in a suitable range, such as k = o(n/p), these two distributed estimators achieve the same efficiency as that of the centralized estimator under mild conditions. Moreover, the two-round estimator can relax the restriction on k, allowing kp/n ->c \in [0, 1) under some conditions. Simulations confirm the theoretical results.

报告人简介🧑‍🧑‍🧒:赵俊龙:北京师范大学统计K8凯发教授💁🏼‍♀️。研究领域⏫🔍:高维数据分析©️、稳健统计,统计机器学习0️⃣。在统计学各类期刊发表SCI论文近五十篇🦙,部分结果发表在统计学顶级期刊Journal of the Royal Statistical Society: Series B(JRSSB)、The Annals of Statistics(AOS)、Journal of American Statistical Association(JASA),Biometrika等🚥。主持多项国家自然基金项目🧛🏼‍♂️,参与国家自然科学基金重点项目🤏。任中国现场统计学会高维数据分会、北京大数据学会等学术分会理事或常务理事。

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