Ilyas Fatkhullin

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Postdoctoral Scholar at Stanford University

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About

I am a Postdoctoral Scholar in the Department of Management Science and Engineering at Stanford University, mentored by Prof. Renyuan Xu and Prof. Madeleine Udell. I completed my Ph.D. in Computer Science at ETH Zurich in September 2026, where I was an ETH AI Center Fellow advised by Prof. Niao He. My dissertation, Structure, Geometry, and Noise in Stochastic First-Order Optimization, brings together my work on theoretically grounded algorithms for machine learning and optimization, with an emphasis on data efficiency, scalability, and safety. Previously, I worked with Prof. Boris Polyak on control theory and with Prof. Peter Richtárik on communication-efficient distributed training.

My research contributions have appeared in leading machine learning venues including NeurIPS, ICML, AISTATS, Journal of Machine Learning Research, as well as SIAM Journal on Optimization, SIAM Journal on Control and Optimization.

My postdoctoral research at Stanford is supported by a Swiss National Science Foundation (SNSF) Postdoc.Mobility Fellowship for the project Structure Exploiting Optimization for Data-Efficient Reinforcement Learning and Games. I previously received the ETH AI Center Doctoral Fellowship and a DAAD Scholarship for my master’s studies in Germany.


Research Overview

My work centers on three interconnected pillars that address fundamental challenges in modern machine learning:

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🔬 Non-convex Optimization: I develop rigorous mathematical frameworks to understand complex optimization landscapes, including hidden convexity structures that enable global solutions to seemingly intractable non-convex problems.

⚡ Data Efficiency and Robustness: I design robust algorithms that maintain performance under challenging statistical conditions, such as heavy-tailed noise and limited data scenarios, with particular relevance for policy gradient methods in reinforcement learning.

🚀 Scalable Systems: I create communication-efficient distributed training algorithms that enable large-scale machine learning while preserving theoretical guarantees, including the popular EF21 algorithm.

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