Behrooz Tahmasebi
Postdoctoral Fellow in Applied Mathematics and Computer Science
Geometric Machine Learning Group, Harvard University
Advisor: Prof. Melanie Weber
Ph.D. in EECS, MIT CSAIL. Advisor: Prof. Stefanie Jegelka.
CV| Google Scholar| Email: firstname_lastname at seas dot harvard dot edu
Research
I study how symmetry and geometric structure shape learning: how much they reduce the amount of data a model needs, when they can be exploited efficiently, and how they can be discovered from data. My work combines tools from learning theory, harmonic analysis, group representation theory, and differential geometry, with applications to deep learning and the foundations of large language models.
Tutorials
- Recent Developments in Geometric Machine Learning: Foundations, Models, and More, NeurIPS 2025.
- Model-Agnostic Machine Learning with Structure: Principles and Methods, SIAM Conference on Mathematics of Data Science (MDS26), 2026.
Media Coverage
- New algorithms enable efficient machine learning with symmetric data, MIT News, 2025.
- How symmetry can come to the aid of machine learning, MIT News, 2024.
Service
- NeurIPS: Area Chair (2026–); Reviewer (2021–2025)
- ICML: Area Chair (2026–); Reviewer (2022–2025)
- ICLR: Area Chair (2027–); Reviewer (2024–2026)
- AISTATS: Reviewer (2022–)
- AAAI: Senior Program Committee (2027–); Program Committee (2025–2026)
Publications
* denotes equal contribution.
2026
-
Test-Time Symmetrization: Scaling Laws for Model-Agnostic Learning under Structure
Preprint, 2026. -
Majority Is Not Enough: Symmetry and Structured Errors in Test-Time Voting
Preprint, 2026. -
Label-Free Estimation of Structured Errors in Language Models
Preprint, 2026. -
Valid Inference and Optimal Design for LLM-as-a-Judge under Rater Heterogeneity
Preprint, 2026. -
Data Attribution under Redundant Training Data
Preprint, 2026. -
Parameter Symmetries Are Not Task Symmetries: Which Invariances Can Weight-Space Learning Afford?
Preprint, 2026. -
Dimension-Free Scaling Laws for Size Generalization: An Exponential Separation
Preprint, 2026. -
Spontaneous Symmetry Breaking via Regularization: Hardness and Approximation
Preprint, 2026. -
Sparse Data Augmentation for Optimization with Provable Guarantees
[arXiv]
IEEE CDC 2026. -
Data Augmentation: A Fourier Analysis Perspective
[arXiv]
COLT 2026. Oral presentation at the DeepMath Conference 2025. -
Efficient Learning and Symmetry Discovery under Exact Invariances
[arXiv]
COLT 2026. Oral presentation at the NeurReps Workshop (NeurIPS 2025). -
Adaptive Symmetry Discovery for Dynamical System Identification
[arXiv]
ICML 2026. -
Achieving Approximate Symmetry Is Exponentially Easier than Exact Symmetry
[arXiv]
ICLR 2026. Oral presentation at the TAG-DS Workshop 2025.
2025
-
Geometric Algorithms for Neural Combinatorial Optimization with Constraints
[arXiv]
NeurIPS 2025. -
Learning with Exact Invariances in Polynomial Time
[arXiv]
ICML 2025. Spotlight paper (top 2.6% of submissions). -
Generalization Bounds for Canonicalization: A Comparative Study with Group Averaging
[conference]
[pdf]
ICLR 2025. -
A Robust Kernel Statistical Test of Invariance: Detecting Subtle Asymmetries
[pdf]
AISTATS 2025. Oral presentation (top 2% of submissions). -
Regularity in Canonicalized Models: A Theoretical Perspective
[pdf]
AISTATS 2025.
2024
-
Coded Computing for Resilient Distributed Computing: A Learning-Theoretic Framework
[arXiv]
NeurIPS 2024. -
A Universal Class of Sharpness-Aware Minimization Algorithms
[arXiv]
[conference]
[workshop]
ICML 2024. Best Paper Award, HiLD Workshop at ICML 2024. -
Sample Complexity Bounds for Estimating Probability Divergences under Invariances
[arXiv]
ICML 2024.
2023
-
The Exact Sample Complexity Gain from Invariances for Kernel Regression
[arXiv]
NeurIPS 2023. Spotlight paper (top 3.6% of submissions). -
The Power of Recursion in Graph Neural Networks for Counting Substructures
[conference]
AISTATS 2023. Oral presentation (top 1.9% of submissions).
2021
-
The Capacity of Associated Subsequence Retrieval
[journal]
IEEE Transactions on Information Theory, 2021.