Co-occurring keywords · papers mentioning both
Papers
LensLLM: Unveiling Fine-Tuning Dynamics for LLM Selection
ICML 2025
LLM-Mixer: Multiscale Mixing in LLMs for Time Series Forecasting
ACL 2025
Mitigating Plasticity Loss in Continual Reinforcement Learning by Reducing Churn
ICML 2025
NTK-DFL: Enhancing Decentralized Federated Learning in Heterogeneous Settings via Neural Tangent Kernel
ICML 2025
Optimized Random Features for the Neural Tangent Kernel (Student Abstract)
AAAI 2025
Propulsion: Steering LLM with Tiny Fine-Tuning
COLING 2025
Protein Fitness Landscape: Spectral Graph Theory Perspective
AISTATS 2025
RoCoFT: Efficient Finetuning of Large Language Models with Row-Column Updates
ACL 2025
Sharper Guarantees for Learning Neural Network Classifiers with Gradient Methods
ICLR 2025
Sharp Generalization for Nonparametric Regression by Over-Parameterized Neural Networks: A Distribution-Free Analysis in Spherical Covariate
ICML 2025
The Surprising Effectiveness of Infinite-Width NTKs for Characterizing and Improving Model Training
AAAI 2025
Towards Infinite-Long Prefix in Transformer
EMNLP 2025
Universality of Kernel Random Matrices and Kernel Regression in the Quadratic Regime
JMLR 2025
When Can We Approximate Wide Contrastive Models with Neural Tangent Kernels and Principal Component Analysis?
AAAI 2025
Zero-cost Proxy for Adversarial Robustness Evaluation
ICLR 2025
A generalized neural tangent kernel for surrogate gradient learning
NeurIPS 2024
An Infinite-Width Analysis on the Jacobian-Regularised Training of a Neural Network
ICML 2024
Batch Normalization Alleviates the Spectral Bias in Coordinate Networks
CVPR 2024
Bounds for the smallest eigenvalue of the NTK for arbitrary spherical data of arbitrary dimension
NeurIPS 2024
Continual learning with the neural tangent ensemble
NeurIPS 2024
Dual Cone Gradient Descent for Training Physics-Informed Neural Networks
NeurIPS 2024
Emergent Equivariance in Deep Ensembles
ICML 2024
Error Correction Output Codes for Robust Neural Networks against Weight-errors: A Neural Tangent Kernel Point of View
NeurIPS 2024
Exact, Tractable Gauss-Newton Optimization in Deep Reversible Architectures Reveal Poor Generalization
NeurIPS 2024
Faithful and Efficient Explanations for Neural Networks via Neural Tangent Kernel Surrogate Models
ICLR 2024