A dimensionality reduction approach for convolutional neural networks


연구 분야: Artificial Intelligence



학회: Applied Intelligence


초록

The focus of this work is on the application of classical Model Order Reduction techniques, such as Active Subspaces and Proper Orthogonal Decomposition, to Deep Neural Networks. We propose a generic methodology to reduce the number of layers in a pre-trained network by combining the aforementioned techniques for dimensionality reduction with input-output mappings, such as Polynomial Chaos Expansion and Feedforward Neural Networks. The motivation behind compressing the architecture of an existing Convolutional Neural Network arises from its usage in embedded systems with specific storage constraints. The conducted numerical tests demonstrate that the resulting reduced networks can achieve a level of accuracy comparable to the original Convolutional Neural Network being examined, while also saving memory allocation. Our primary emphasis lies in the field of image recognition, where we tested our methodology using VGG-16 and ResNet-110 architectures against three different datasets: CIFAR-10, CIFAR-100, and a custom dataset.


Author Profile
Laura Meneghetti

Mathematics Area mathLab SISSA via Bonomea 265 Trieste I-34136 Italy

Italy
Author Profile
Nicola Demo

Mathematics Area mathLab SISSA via Bonomea 265 Trieste I-34136 Italy

Italy
Author Profile
Gianluigi Rozza

Mathematics Area mathLab SISSA via Bonomea 265 Trieste I-34136 Italy

Italy

📄 논문 정보

발행 연도 2023년
인용수 9
출판 국가 Italy
사이트 Springer
좋아요 수 0

연관 논문 목록 (168건)