Majorization-Guided Test-Time Adaptation for Vision-Language Models under Modality-Specific Shift
- URL: http://arxiv.org/abs/2604.24602v2
- Date: Mon, 04 May 2026 07:57:04 GMT
- Title: Majorization-Guided Test-Time Adaptation for Vision-Language Models under Modality-Specific Shift
- Abstract summary: Vision-language models transfer well in zero-shot settings, but at deployment the visual and textual branches often shift asymmetrically.<n>We study this failure mode through a majorization view of multimodal posteriors and cast adaptation as a constrained de-mixing problem on the fused prediction.<n>We propose MG-MTTA, which keeps the backbone frozen and updates only a lightweight gate or adapter.
- Score: 0.0
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: Vision-language models transfer well in zero-shot settings, but at deployment the visual and textual branches often shift asymmetrically. Under this condition, entropy-based test-time adaptation can sharpen the fused posterior while increasing error, because an unreliable modality may still dominate fusion. We study this failure mode through a majorization view of multimodal posteriors and cast adaptation as a constrained de-mixing problem on the fused prediction. Based on this view, we propose MG-MTTA, which keeps the backbone frozen and updates only a lightweight gate or adapter. The objective combines fused-posterior entropy minimization with a reliability-aware gate prior built from anchor-based modality consistency and cross-modal conflict. Our analysis gives conditions under which entropy reduction preserves the correct ranking and a threshold that characterizes modality-dominance failure. On the ImageNet-based benchmark, MG-MTTA improves top-1 accuracy from 57.97 to 66.51 under semantics-preserving textual shift and from 21.68 to 26.27 under joint visual-textual shift, while remaining competitive in the visual-only benchmark. These results show that multimodal test-time adaptation should control modality reliability, not just prediction entropy.
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