Neural Network Compression
Overview
Neural network compression studies how to represent, train, or run models with fewer parameters and less memory or computation, making them practical on devices with limited resources. Common approaches include pruning weights or neurons, quantization, low-rank and tensor factorization, parameter sharing, and knowledge distillation; some methods also compress activations exchanged during distributed training. Work spans small edge models and microcontrollers as well as large language, vision, and diffusion models, evaluated on tasks such as image classification, language modeling, and video coding. A central challenge is that smaller parameter counts or fewer theoretical operations do not always mean faster inference, and aggressive compression can harm accuracy, robustness, or task-specific behavior.
Latest papers
218 papers28 papers in the last four weeks, up 8% on the four weeks before. 0.2% of all new papers.
PQuantML: A Tool for End-to-End Hardware-aware Model Compression
Once-for-All Channel Mixers (HYPERTINYPW): Generative Compression for TinyML
TinyML Enhances CubeSat Mission Capabilities
Growing Networks with Autonomous Pruning
Mix-and-Match Pruning: Globally Guided Layer-Wise Sparsification of DNNs
SimCert: Probabilistic Certification for Behavioral Similarity in Deep Neural Network Compression
High-Fidelity Compression of Seismic Velocity Models via SIREN Auto-Decoders
Adaptive MLP Pruning for Large Vision Transformers
Structured Multidimensional Representation Learning for Large Language Models
A Benchmark Study of Neural Network Compression Methods for Hyperspectral Image Classification
Causal Mechanism Reduction: Mechanism Replacement for Neural Network Pruning and Abstraction
GRAIL: Post-hoc Compensation by Linear Reconstruction for Compressed Networks
Isotropic Activation Functions Enable Deindividuated Neurons and Adaptive Topologies
scaffold' neurons is maintained (neurogenesis). These symmetry-led diagonalisation and structural changes prioritise function-invariance: neurogenesis exactly preserves function, neurodegeneration is asymptotically function-preserving with the pruned singular-value threshold. Moreover, this construction enables asymptotic 50\% parameter sparsification of dense networks while preserving function analytically. Thus, the approach enables real-time restructuring of the architecture in response to task demands, task appending, removal or changes. Conceptually, this motivates broader applications of symmetry prescriptions at the small scale, even when no data-driven model-scale symmetry adherence is required. Following this, we build activations around symmetry, not from classical assumptions about individual neurons. Unlike typical elementwise forms, these alternatives feature explicit basis independence and do not individuate neurons. We leverage this to decompose and reinterpret neurons across sequential layers, simplifying structure and providing a natural route to adaptive topologies. Additional developments include a new tunable parameter, the intrinsic length'.