Fadi Atieh

PhD Student, Machine Learning @ CMU

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I am a PhD student in Machine Learning at Carnegie Mellon University, advised by Max Simchowitz and Nicholas Boffi. I hold a B.S. in Mathematics and Computer Science (Courses 18 & 6-3) and an M.Eng. in EECS from MIT. My master’s thesis, supervised by Yury Polyanskiy, developed a novel statistical hypothesis testing procedure for the discovery of the Higgs boson using LHC data.

Prior to my PhD, I spent approximately three years as a Quantitative Research Engineer in Global Quantitative Strategies (GQS) at Citadel. During my non-compete period, I collaborated remotely with the group of Professor Aditi Krishnapriyan at UC Berkeley, leading to co-authoring the paper Transformers Discover Molecular Structure Without Graph Priors.

My research interests lie at the intersection of generative modeling, reinforcement learning, robotics, and applied mathematics. I am supported by the DOE Computational Science Graduate Fellowship (CSGF).

I was born and raised in Syria and moved to the United States for college.

Email / CV / Scholar / Github

news

Aug 24, 2026 Excited to share that I joined Amazon Frontier AI & Robotics (FAR) as an Applied Scientist Intern, starting August 24, 2026!
Apr 23, 2026 Honored to receive the DOE Computational Science Graduate Fellowship (CSGF)!
Apr 14, 2026 Excited to announce that I will be joining the Machine Learning Department at Carnegie Mellon University as a PhD student starting Fall 2026!

publications

2025

  1. Transformers Discover Molecular Structure Without Graph Priors
    T. Kreiman, Y. Bai, F. Atieh, and 3 more authors
    2025

2020

  1. Heuristic Recurrent Algorithms for Photonic Ising Machines
    C. Roques-Carmes, Y. Shen, C. Zanoci, and 10 more authors
    Nature Communications, 2020

notes

Working notes where I elaborate on concepts I'm currently studying. When a proof or technique seems to come out of the blue, I try to reverse-engineer how one might have arrived at it, reconstructing the chain of reasoning from scratch.

On the Contractivity of Stochastic Interpolation Flow
From Behavior Cloning to RL
How much of an approximation is PPO?
Vector-Time Flows
Optimality Conditions in Finite and Infinite Dimensions
View all notes →