Hybrid Contrastive Learning of Tri-Modal Representation for Multimodal Sentiment Analysis
This work addresses the problem of improving multimodal sentiment analysis for applications using smart devices, though it appears incremental as it builds on existing contrastive learning approaches.
The authors tackled the challenge of learning effective tri-modal representations for multimodal sentiment analysis by addressing modality gaps, insufficient intra-/inter-modal dynamics, and limited dataset sizes, resulting in a novel hybrid contrastive learning framework that outperforms existing methods on public datasets.
The wide application of smart devices enables the availability of multimodal data, which can be utilized in many tasks. In the field of multimodal sentiment analysis (MSA), most previous works focus on exploring intra- and inter-modal interactions. However, training a network with cross-modal information (language, visual, audio) is still challenging due to the modality gap, and existing methods still cannot ensure to sufficiently learn intra-/inter-modal dynamics. Besides, while learning dynamics within each sample draws great attention, the learning of inter-class relationships is neglected. Moreover, the size of datasets limits the generalization ability of existing methods. To address the afore-mentioned issues, we propose a novel framework HyCon for hybrid contrastive learning of tri-modal representation. Specifically, we simultaneously perform intra-/inter-modal contrastive learning and semi-contrastive learning (that is why we call it hybrid contrastive learning), with which the model can fully explore cross-modal interactions, preserve inter-class relationships and reduce the modality gap. Besides, a refinement term is devised to prevent the model falling into a sub-optimal solution. Moreover, HyCon can naturally generate a large amount of training pairs for better generalization and reduce the negative effect of limited datasets. Extensive experiments on public datasets demonstrate that our proposed method outperforms existing works.