Co-occurring keywords · papers mentioning both
Papers
Efficient Reinforcement Learning by Discovering Neural Pathways
NeurIPS 2024
EFTNAS: Searching for Efficient Language Models in First-Order Weight-Reordered Super-Networks
COLING 2024
EPSD: Early Pruning with Self-Distillation for Efficient Model Compression
AAAI 2024
FALCON: FLOP-Aware Combinatorial Optimization for Neural Network Pruning
AISTATS 2024
FedP3: Federated Personalized and Privacy-friendly Network Pruning under Model Heterogeneity
ICLR 2024
How Sparse Can We Prune A Deep Network: A Fundamental Limit Perspective
NeurIPS 2024
In defense of parameter sharing for model-compression
ICLR 2024
Is C4 Dataset Optimal for Pruning? An Investigation of Calibration Data for LLM Pruning
EMNLP 2024
Low-Rank Prune-And-Factorize for Language Model Compression
COLING 2024
Mechanistically analyzing the effects of fine-tuning on procedurally defined tasks
ICLR 2024
Once for Both: Single Stage of Importance and Sparsity Search for Vision Transformer Compression
CVPR 2024
PB-LLM: Partially Binarized Large Language Models
ICLR 2024
Pruning is Optimal for Learning Sparse Features in High-Dimensions
COLT 2024
Resource-Efficient Neural Networks for Embedded Systems
JMLR 2024
RG-GAN: Dynamic Regenerative Pruning for Data-Efficient Generative Adversarial Networks
AAAI 2024
SlimSAM: 0.1% Data Makes Segment Anything Slim
NeurIPS 2024
Sparse Spiking Neural Network: Exploiting Heterogeneity in Timescales for Pruning Recurrent SNN
ICLR 2024
Structured Optimal Brain Pruning for Large Language Models
EMNLP 2024
SWAP: Sparse Entropic Wasserstein Regression for Robust Network Pruning
ICLR 2024
The Need for Speed: Pruning Transformers with One Recipe
ICLR 2024
UniPTS: A Unified Framework for Proficient Post-Training Sparsity
CVPR 2024
WRP: Weight Recover Prune for Structured Sparsity
ACL 2024
A Three-regime Model of Network Pruning
ICML 2023
Attend Who Is Weak: Pruning-Assisted Medical Image Localization Under Sophisticated and Implicit Imbalances
WACV 2023
Automatic Network Pruning via Hilbert-Schmidt Independence Criterion Lasso under Information Bottleneck Principle
ICCV 2023