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TensorGPT: Efficient Compression of Large Language Models based on Tensor-Train Decomposition
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abstract
High-dimensional token embeddings underpin Large Language Models (LLMs), as they can capture subtle semantic information and significantly enhance the modelling of complex language patterns. However, this high dimensionality also introduces considerable model parameters and prohibitively high model storage and memory requirements, which is particularly unaffordable for low-end devices. Targeting no extra training data and insufficient computation cases, we propose a training-free model compression approach based on the Tensor-Train Decomposition (TTD), whereby each pre-trained token embedding is converted into a lower-dimensional Matrix Product State (MPS). We then comprehensively investigate the low-rank structures extracted by this approach, in terms of the compression ratio, the language task performance, and latency on a typical low-end device (i.e. Raspberry Pi). Taking GPT family models (i.e. GPT-2 and CerebrasGPT) as case studies, our approach theoretically results in $46.89\%$ fewer parameters of the entire model, with a compression ratio $39.38\times$ - $65.64\times$ for the embedding layers. With different hyperparameter choices, the model compressed with our approach can achieve a comparable language task performance to the original model with around $2.0\times$ embedding layer compression. This empirically proves the existence of low-rank structure in GPT family models, and demonstrates that about half of the parameters in the embedding layers are redundant.
Forward citations
Cited by 3 Pith papers
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ProcrustesGPT: Compressing LLMs with Structured Matrices and Orthogonal Transformations
ProcrustesGPT searches for per-layer orthogonal rotations that make pretrained LLM weights fit Kronecker or GS structured matrices, cutting 14 to 36 percent of parameters without fine-tuning.
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Tensorization is a powerful but underexplored tool for compression and interpretability of neural networks
The paper makes the case that tensorized neural networks offer valuable compression, scaling, and interpretability advantages that the deep learning community has not yet fully exploited.
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