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arXiv 2401.00873cs.LGcs.CV

统一自监督聚类与基于能量的模型

Unifying Self-Supervised Clustering and Energy-Based Models

KU Leuven(卢森堡大学)

Emanuele Sansone, Robin Manhaeve

AI总结:

本研究建立了自监督学习与生成模型的原则性联系,提出标准化方法推导自监督目标,并引入下界实现自监督聚类与能量模型的完全统一,实验证明该方法在聚类、生成和分布外检测上大幅优于现有策略。

摘要:

自监督学习擅长从大量数据中学习表示。同时,生成模型提供了学习底层数据生成过程信息的互补特性。在本研究中,我们旨在建立这两种范式之间的原则性联系,并强调其互补性的益处。具体而言,我们分析了自监督学习目标,阐明了底层的概率图模型,并提出了从第一性原理推导这些目标的标准化方法。该分析表明,将自监督学习与基于似然的生成模型相结合是一种自然的方式。我们在基于聚类的自监督学习和能量模型领域实例化了这一概念,引入了一个下界,该下界被证明能可靠地惩罚最重要的失败模式,并实现完全统一。我们的理论发现通过在合成和真实世界数据(包括SVHN、CIFAR10和CIFAR100)上的实验得到了验证,表明我们的目标函数允许以判别和生成的方式联合训练主干网络,从而在聚类、生成和分布外检测性能上大幅超越现有的自监督学习策略。我们还展示了该解决方案可以集成到神经符号框架中,以解决符号接地问题的一个简单但非平凡的实例化。代码公开于 https://github.com/emsansone/GEDI。

英文摘要:

Self-supervised learning excels at learning representations from large amounts of data. At the same time, generative models offer the complementary property of learning information about the underlying data generation process. In this study, we aim at establishing a principled connection between these two paradigms and highlight the benefits of their complementarity. In particular, we perform an analysis of self-supervised learning objectives, elucidating the underlying probabilistic graphical models and presenting a standardized methodology for their derivation from first principles. The analysis suggests a natural means of integrating self-supervised learning with likelihood-based generative models. We instantiate this concept within the realm of cluster-based self-supervised learning and energy models, introducing a lower bound proven to reliably penalize the most important failure modes and unlocking full unification. Our theoretical findings are substantiated through experiments on synthetic and real-world data, including SVHN, CIFAR10, and CIFAR100, demonstrating that our objective function allows to jointly train a backbone network in a discriminative and generative fashion, consequently outperforming existing self-supervised learning strategies in terms of clustering, generation and out-of-distribution detection performance by a wide margin. We also demonstrate that the solution can be integrated into a neuro-symbolic framework to tackle a simple yet non-trivial instantiation of the symbol grounding problem. The code is publicly available at https://github.com/emsansone/GEDI.

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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