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Daogao Liu

18 papers · 2021–2026 · 5 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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+9 more ↓ πŸ—ΊοΈ Taxonomy Completionist (25) πŸƒ Academic Marathon Β· Sprint 🌍 Conference Polyglot Β· Silver πŸŒ‰ Interdisciplinary Bridge Β· Silver 🐣 Hot Topic Early Bird
πŸ‘‘ Triple Crown πŸ”¬ Deep Specialist (12) 🌈 Renaissance Researcher (5) πŸ”₯ Unstoppable Β· Bronze ❓ The Questioner ⚑ Prolific Year Β· Productive πŸ’Ž Century Club Β· Bronze πŸ“ˆ Trend Setter πŸ—ƒοΈ Keyword Collector (85)

Papers

Nearly Linear-Time User-Level DP-SCO with Optimal Rates COLT 2026 Adaptive Batch Size for Privately Finding Second-Order Stationary Points ICLR 2025 Improved Sample Complexity for Private Nonsmooth Nonconvex Optimization ICML 2025 MUSE: Machine Unlearning Six-Way Evaluation for Language Models ICLR 2025 Unlearn and Burn: Adversarial Machine Unlearning Requests Destroy Model Accuracy ICLR 2025 Detecting Pretraining Data from Large Language Models ICLR 2024 Faster Algorithms for User-Level Private Stochastic Convex Optimization NeurIPS 2024 Private Gradient Descent for Linear Regression: Tighter Error Bounds and Instance-Specific Uncertainty Estimation ICML 2024 Private Online Learning via Lazy Algorithms NeurIPS 2024 Private Stochastic Convex Optimization with Heavy Tails: Near-Optimality from Simple Reductions NeurIPS 2024 User-level Differentially Private Stochastic Convex Optimization: Efficient Algorithms with Optimal Rates AISTATS 2024 Algorithmic Aspects of the Log-Laplace Transform and a Non-Euclidean Proximal Sampler COLT 2023 Augmentation with Projection: Towards an Effective and Efficient Data Augmentation Paradigm for Distillation ICLR 2023 Private (Stochastic) Non-Convex Optimization Revisited: Second-Order Stationary Points and Excess Risks NeurIPS 2023 Better Private Algorithms for Correlation Clustering COLT 2022 Private Convex Optimization via Exponential Mechanism COLT 2022 When Does Differentially Private Learning Not Suffer in High Dimensions? NeurIPS 2022 Private Non-smooth ERM and SCO in Subquadratic Steps NeurIPS 2021