Co-occurring keywords · papers mentioning both
Papers
Sharpness Minimization Algorithms Do Not Only Minimize Sharpness To Achieve Better Generalization
NeurIPS 2023
Smoothing the Landscape Boosts the Signal for SGD: Optimal Sample Complexity for Learning Single Index Models
NeurIPS 2023
SQ Lower Bounds for Learning Mixtures of Linear Classifiers
NeurIPS 2023
Stability-Based Generalization Analysis for Mixtures of Pointwise and Pairwise Learning
AAAI 2023
Statistical Analysis of Quantum State Learning Process in Quantum Neural Networks
NeurIPS 2023
The Asymmetric Maximum Margin Bias of Quasi-Homogeneous Neural Networks
ICLR 2023
The Bayesian Stability Zoo
NeurIPS 2023
The Influence of Dimensions on the Complexity of Computing Decision Trees
AAAI 2023
Theory on Forgetting and Generalization of Continual Learning
ICML 2023
Tighter Information-Theoretic Generalization Bounds from Supersamples
ICML 2023
Tighter PAC-Bayes Generalisation Bounds by Leveraging Example Difficulty
AISTATS 2023
Towards Characterizing the First-order Query Complexity of Learning (Approximate) Nash Equilibria in Zero-sum Matrix Games
NeurIPS 2023
Towards Data-Algorithm Dependent Generalization: a Case Study on Overparameterized Linear Regression
NeurIPS 2023
Training Fully Connected Neural Networks is $\exists\mathbb{R}$-Complete
NeurIPS 2023
Tree Learning: Optimal Sample Complexity and Algorithms
AAAI 2023
Understanding Backdoor Attacks through the Adaptability Hypothesis
ICML 2023
Understanding Train-Validation Split in Meta-Learning with Neural Networks
ICLR 2023
Uniform Convergence with Square-Root Lipschitz Loss
NeurIPS 2023
Active Learning Polynomial Threshold Functions
NeurIPS 2022
A Fourier Approach to Mixture Learning
NeurIPS 2022
A general approximation lower bound in L^p norm, with applications to feed-forward neural networks
NeurIPS 2022
An Initial Alignment between Neural Network and Target is Needed for Gradient Descent to Learn
ICML 2022
A spectral-based analysis of the separation between two-layer neural networks and linear methods
JMLR 2022
A Theoretical Analysis on Feature Learning in Neural Networks: Emergence from Inputs and Advantage over Fixed Features
ICLR 2022
A universally consistent learning rule with a universally monotone error
JMLR 2022