Theoretical Compression Bounds for Wide Multilayer Perceptrons
NeutralArtificial Intelligence
- A new study presents theoretical compression bounds for wide multilayer perceptrons (MLPs), demonstrating the existence of pruned and quantized subnetworks that maintain competitive performance. This research employs a randomized greedy compression algorithm for post-training pruning and quantization, extending its findings to structured pruning in both MLPs and convolutional neural networks (CNNs).
- The significance of this development lies in its rigorous theoretical justification for pruning and quantization techniques, which have been empirically successful in reducing neural network parameters. By bridging the gap between theory and application, this work enhances the understanding of compressibility in relation to network width.
- This research contributes to ongoing discussions in the field of artificial intelligence regarding model efficiency and robustness. It highlights the trade-offs between network complexity and performance, while also addressing vulnerabilities in neural networks, such as those exposed by quantization, which can undermine defenses against adversarial attacks.
— via World Pulse Now AI Editorial System
