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Methodology
← Optimization & Theory
Machine Learning
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Optimization & Theory
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Theory
4950 directly classified papers
Papers per year
2000: 1
2001: 2
2002: 3
2003: 3
2004: 9
2005: 4
2006: 32
2007: 25
2008: 31
2009: 25
2010: 37
2011: 37
2012: 45
2013: 76
2014: 66
2015: 72
2016: 102
2017: 156
2018: 246
2019: 353
2020: 447
2021: 567
2022: 646
2023: 741
2024: 670
2025: 426
2026: 128
Papers
Score-based generative models are provably robust: an uncertainty quantification perspective
NIPS 2024
Critical Gap Between Generalization Error and Empirical Error in Active Learning
WACV 2024
Categorical Flow Matching on Statistical Manifolds
NIPS 2024
Transformers Represent Belief State Geometry in their Residual Stream
NIPS 2024
GPT-Fathom: Benchmarking Large Language Models to Decipher the Evolutionary Path towards GPT-4 and Beyond
NAACL 2024
Reproduction & Benchmarking of German Text Simplification Systems
COLING 2024
AgentBoard: An Analytical Evaluation Board of Multi-turn LLM Agents
NIPS 2024
Unlocking the Capabilities of Thought: A Reasoning Boundary Framework to Quantify and Optimize Chain-of-Thought
NIPS 2024
On the Scaling Laws of Geographical Representation in Language Models
COLING 2024
When Is Inductive Inference Possible?
NIPS 2024
The Space Complexity of Approximating Logistic Loss
NIPS 2024
A Near-optimal Algorithm for Learning Margin Halfspaces with Massart Noise
NIPS 2024
On the Expressive Power of Tree-Structured Probabilistic Circuits
NIPS 2024
Building a stable classifier with the inflated argmax
NIPS 2024
Symmetry-Informed Governing Equation Discovery
NIPS 2024
Principles for AI-Assisted Social Influence and Their Application to Social Mediation
EMNLP 2024
Optimal Multiclass U-Calibration Error and Beyond
NIPS 2024
A Boosting-Type Convergence Result for AdaBoost.MH with Factorized Multi-Class Classifiers
NIPS 2024
High Probability Convergence Bounds for Non-convex Stochastic Gradient Descent with Sub-Weibull Noise
JMLR 2024
Sharp analysis of power iteration for tensor PCA
JMLR 2024
Deep linear networks for regression are implicitly regularized towards flat minima
NIPS 2024
Grokking phase transitions in learning local rules with gradient descent
JMLR 2024
Robust group and simultaneous inferences for high-dimensional single index model
NIPS 2024
On the Connection between Lp- and Risk Consistency and its Implications on Regularized Kernel Methods
JMLR 2024
Learning with a linear loss function: excess risk and estimation bounds for ERM, minmax MOM and their regularized versions with applications to robustness in sparse PCA.
JMLR 2024
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