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arXiv 2312.00935cs.LG
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理解多模态深度线性网络中的单模态偏置

Understanding Unimodal Bias in Multimodal Deep Linear Networks

Gatsby Computational Neuroscience Unit(盖茨比计算神经科学单元);University College London(伦敦大学学院);Sainsbury Wellcome Centre(桑斯伯里惠康中心)

Yedi Zhang, Peter E. Latham, Andrew Saxe

AI总结:

本文利用多模态深度线性网络研究单模态偏置问题,首次推导出单模态阶段持续时间与融合深度、数据统计和初始化的函数关系,发现深层融合会导致更长的单模态阶段及永久性偏置。

摘要:

同时使用多个输入流来训练多模态神经网络在直觉上是有利的,但在实践中却充满挑战。一个关键挑战是单模态偏置,即在联合训练期间,网络过度依赖某一种模态而忽略其他模态。我们利用多模态深度线性网络发展了单模态偏置理论,以理解架构和数据统计如何影响这种偏置。这是第一项将学习过程中单模态阶段的持续时间计算为模态在网络中融合的深度、数据集统计信息和初始化的函数的工作。我们表明,融合发生的层越深,单模态阶段就越长。在过参数化区域中,较长的单模态阶段可能导致泛化不足和永久性的单模态偏置。我们针对多模态线性网络推导出的结果,在某些设定下可扩展至非线性网络。总而言之,这项工作阐明了联合训练下多模态学习的病理现象,表明晚期和中间融合架构可能导致漫长的单模态阶段和永久性的单模态偏置。我们的代码可在:https://yedizhang.github.io/unimodal-bias.html 获取。

英文摘要:

Using multiple input streams simultaneously to train multimodal neural networks is intuitively advantageous but practically challenging. A key challenge is unimodal bias, where a network overly relies on one modality and ignores others during joint training. We develop a theory of unimodal bias with multimodal deep linear networks to understand how architecture and data statistics influence this bias. This is the first work to calculate the duration of the unimodal phase in learning as a function of the depth at which modalities are fused within the network, dataset statistics, and initialization. We show that the deeper the layer at which fusion occurs, the longer the unimodal phase. A long unimodal phase can lead to a generalization deficit and permanent unimodal bias in the overparametrized regime. Our results, derived for multimodal linear networks, extend to nonlinear networks in certain settings. Taken together, this work illuminates pathologies of multimodal learning under joint training, showing that late and intermediate fusion architectures can give rise to long unimodal phases and permanent unimodal bias. Our code is available at: https://yedizhang.github.io/unimodal-bias.html.

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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