Current mainstream approaches to addressing multimodal imbalance primarily focus on architectural modifications and optimization-based, often overlooking a quantitative analysis of the imbalance degree between modalities. To address this gap, our work introduces a novel method for the quantitative analysis of multi-modal imbalance, which in turn informs the design of a sample-level adaptive loss function.We begin by defining the "Modality Gap" as the difference between the Softmax scores of different modalities (e.g., audio and visual) for the ground-truth class prediction. Analysis of the Modality Gap distribution reveals that it can be effectively modeled by a bimodal Gaussian Mixture Model (GMM). These two components are found to correspond respectively to "modality-balanced" and "modality-imbalanced" data samples. Subsequently, we apply Bayes' theorem to compute the posterior probability of each sample belonging to these two distinct distributions.Informed by this quantitative analysis, we design a novel adaptive loss function with three objectives: (1) to minimize the overall Modality Gap; (2) to encourage the imbalanced sample distribution to shift towards the balanced one; and (3) to apply greater penalty weights to imbalanced samples. We employ a two-stage training strategy consisting of a warm-up phase followed by an adaptive training phase.Experimental results demonstrate that our approach achieves state-of-the-art (SOTA) performance on the public CREMA-D and AVE datasets, attaining accuracies of $80.65\%$ and $70.90\%$, respectively. This validates the effectiveness of our proposed methodology.

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