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arXiv 2502.09151cs.LGmath.STstat.MLstat.TH
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正则化可提升扩散模型的效率

Regularization can make diffusion models more efficient

University of Hamburg(汉堡大学)

Mahsa Taheri, Johannes Lederer

AI总结:

该研究针对扩散模型计算成本高的问题,提出利用统计学中的稀疏性概念,通过数学证明和实验验证表明,引入稀疏性可降低计算复杂度并提升样本质量,从而实现更高效的扩散模型。

摘要:

扩散模型是生成式AI的关键架构之一,但其主要缺陷是计算成本高昂。本研究表明,统计学中广为人知的稀疏性概念可为构建更高效的扩散管道提供途径。我们的数学保证证明,稀疏性可将输入维度对计算复杂度的影响降低至数据的小得多的固有维度水平。我们的实证结果证实,引入稀疏性确实能以更低的成本生成质量更优的样本。

英文摘要:

Diffusion models are one of the key architectures of generative AI. Their main drawback, however, is the computational costs. This study indicates that the concept of sparsity, well known especially in statistics, can provide a pathway to more efficient diffusion pipelines. Our mathematical guarantees prove that sparsity can reduce the input dimension's influence on the computational complexity to that of a much smaller intrinsic dimension of the data. Our empirical findings confirm that inducing sparsity can indeed lead to better samples at a lower cost.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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