Compression of Convolutional Neural Networks Employing Tensor Train and High Dimensional Model Representation

Deploying deep neural networks on edge devices requires compact and efficient models. This study investigates the compression of convolutional neural networks using Tensor Train (TT) and High Dimensional Model Representation (HDMR). TT reduces parameter count by factorizing weight tensors into lowrank cores, while HDMR filters high-order interactions to enhance interpretability. We evaluate four strategies—TT, HDMR, and TT $\rightarrow$ HDMR —on both ResNet and VGG architectures using the CIFAR-10 dataset. Experimental results show that TT $\rightarrow$ HDMR achieves the best compression-accuracy balance, offering significant size reduction with minimal performance drop. This hybrid method can potentially combine structural and functional decompositions for efficient and interpretable deep learning.

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Published
2025-06-27
DOI
https://doi.org/10.1109/isas66241.2025.11101768
Primary Topic
Tensor decomposition and applications
Type
article
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article

Compression of Convolutional Neural Networks Employing Tensor Train and High Dimensional Model Representation

Süha Tuna, Berna Yılmaz
Tensor decomposition and applications
article

Compression of Convolutional Neural Networks Employing Tensor Train and High Dimensional Model Representation

Süha Tuna, Berna Yılmaz
article en

Abstract

Deploying deep neural networks on edge devices requires compact and efficient models. This study investigates the compression of convolutional neural networks using Tensor Train (TT) and High Dimensional Model Representation (HDMR). TT reduces parameter count by factorizing weight tensors into lowrank cores, while HDMR filters high-order interactions to enhance interpretability. We evaluate four strategies—TT, HDMR, and TT $\rightarrow$ HDMR —on both ResNet and VGG architectures using the CIFAR-10 dataset. Experimental results show that TT $\rightarrow$ HDMR achieves the best compression-accuracy balance, offering significant size reduction with minimal performance drop. This hybrid method can potentially combine structural and functional decompositions for efficient and interpretable deep learning.

Istanbul Technical University (TR)
Openalex Percentile: Top 80%
Tensor decomposition and applications
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