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Gilad Yehudai

20 papers · 2019–2026 · 7 venues · across top CS/AI venues

Authors are matched by name, so researchers who share a name ("Yang Liu", "Wei Wang") appear as a single profile and their paper counts, venues and achievements are combined. How identity is handled.

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+5 more ↓ πŸŒ‰ Interdisciplinary Bridge Β· Bronze πŸ—ΊοΈ Taxonomy Completionist (30) 🌍 Conference Polyglot Β· Silver 🐣 Hot Topic Early Bird πŸƒ Academic Marathon Β· Sprint
🀝 Dynamic Duo (11) ❓ The Questioner πŸ”₯ Unstoppable Β· Bronze πŸ’Ž Century Club Β· Bronze πŸ—ƒοΈ Keyword Collector (90)

Papers

When Can Transformers Count to n? UAI 2026 Locally Optimal Descent for Dynamic Stepsize Scheduling AISTATS 2025 Logarithmic Width Suffices for Robust Memorization COLT 2025 Quality over Quantity in Attention Layers: When Adding More Heads Hurts ICLR 2025 MALT Powers Up Adversarial Attacks NeurIPS 2024 RedEx: Beyond Fixed Representation Methods via Convex Optimization ALT 2024 Adversarial Examples Exist in Two-Layer ReLU Networks for Low Dimensional Linear Subspaces NeurIPS 2023 Deconstructing Data Reconstruction: Multiclass, Weight Decay and General Losses NeurIPS 2023 From Tempered to Benign Overfitting in ReLU Neural Networks NeurIPS 2023 Gradient Methods Provably Converge to Non-Robust Networks NeurIPS 2022 On the Optimal Memorization Power of ReLU Neural Networks ICLR 2022 Reconstructing Training Data From Trained Neural Networks NeurIPS 2022 Width is Less Important than Depth in ReLU Neural Networks COLT 2022 From Local Structures to Size Generalization in Graph Neural Networks ICML 2021 Learning a Single Neuron with Bias Using Gradient Descent NeurIPS 2021 The Connection Between Approximation, Depth Separation and Learnability in Neural Networks COLT 2021 The Effects of Mild Over-parameterization on the Optimization Landscape of Shallow ReLU Neural Networks COLT 2021 Learning a Single Neuron with Gradient Methods COLT 2020 Proving the Lottery Ticket Hypothesis: Pruning is All You Need ICML 2020 On the Power and Limitations of Random Features for Understanding Neural Networks NeurIPS 2019