Short Bio

Alp Yurtsever is a WASP Assistant Professor of Optimization and Machine Learning at the Department of Mathematics and Mathematical Statistics, Umeå University, Sweden. His research develops theory and algorithms for challenging optimization problems, motivated by applications in resource allocation, networked decision-making, and machine learning. His interests include conic programming, large-scale semidefinite programming, structured nonconvex and bilevel optimization, quantum-assisted optimization, distributed learning, operator splitting, and adaptive methods. Prior to joining Umeå University, he received his PhD in Computer and Communication Sciences (EDIC) from École Polytechnique Fédérale de Lausanne (EPFL), where his dissertation was awarded a Thesis Distinction, and completed a postdoctoral fellowship at the Massachusetts Institute of Technology (MIT) in the Laboratory for Information and Decision Systems (LIDS).

News

[Sep 18, 2025] Our paper with Hoomaan Maskan, Yikun Hou, and Suvrit Sra titled Revisiting Frank-Wolfe for Structured Nonconvex Optimization is accepted to NeurIPS 2025.
[Aug 13, 2025] Our paper with Ali Dadras, and Sebastian Stich titled Personalized Federated Learning via Low-Rank Matrix Optimization is accepted to TMLR.
[Jul 16, 2025] Our paper with Anh Duc Nguyen, Suvrit Sra, and Kim-Chuan Toh titled Improved Rates for Stochastic Variance Reduced DCA is accepted to the 2025 64th IEEE Conference on Decision and Control (CDC).
[Jun 24, 2025] Our paper with Karlo Palenzuela, Ali Dadras, and Tommy Lofstedt titled Provable Reduction in Communication Rounds for Non-Smooth Convex Federated Learning is accepted to IEEE MLSP 2025 workshop.
[Feb 12, 2025] My co-supervised PhD student Ali Dadras has successfully defended his thesis on "Personalized Models and Optimization in Federated Learning".
[Jan 22, 2025] Our paper with Karthik Prakhya and Tolga Birdal titled Convex Formulations for Training Two-Layer ReLU Neural Networks is accepted to ICLR 2025.

Up to date by 2025-09-22 09:54:28 +0000.