LLaVAFlow: Preserving Latent Alignment Flow for Parameter-Efficient Multimodal Fine-Tuning
Authors: Muyao Yuan, Muyan Jiao, Jiangyong Ying, Weizhan Zhang, Yuanhong Zhang, Lan Ma, Yuan Gao, Haipeng Du
Organizations: MOEKLINNS, and School of Computer Science and Technology Xi’an Jiaotong University Xi’an, China · E-surfing Vision Technology Co., Ltd China Telecom Hangzhou, China · China Telecom Xi’an, China
While Multimodal Large Language Models (MLLMs) exhibit strong generalization, visual instruction tuning for downstream tasks inevitably causes catastrophic forgetting, impairing overall generalization. While existing methods regulate weight updates to reduce forgetting, they overlook the fundamental cross-modal alignment in MLLMs. Based on prior work and our observations, we argue that cross-modal alignment is implicitly captured in the information-compression trajectory. To preserve the alignment flow embedded in the trajectory, we propose LLaVAFlow, an information-theoretic distillation framework. First, we compress the mutual information between the extracted relations and MLLM embeddings, encouraging a learnable module to produce a refined alignment flow that benefits downstream tasks. Second, we maximize the mutual information between the extracted alignment flows of the pretrained and fine-tuned MLLMs, enabling the transfer of compact alignment information. Extensive experiments show that LLaVAFlow is an effective plug-and-play framework that preserves alignment flow and enhances both downstream performance and generalization.
Figures & tables
Figure 1. Motivation. We map visual tokens to semantic words along the forward pass using Logit Lens ( Nostalgebraist, 2020 ) . Existing methods ( Liang et al., 2025 ) disrupt the alignment within the feature flow, leading to incorrect predictions. By preserving the alignment flow, we effectively mitigate forgetting.
Figure 2. Overview of LLaVAFlow. LLaVAFlow is a distillation framework that effectively transfers alignment flow from a pretrained MLLM to its fine-tuned counterpart from an information-theoretic perspective. The framework comprises an Alignment Flow Module (AFM) and an Information Bottleneck Distillation (IBD) objective that jointly regulate MLLM fine-tuning: the Flow Refinement Loss drives the AFM to capture refined alignment flow, while the Alignment Preservation Loss effectively transfers it to the student. The T-MLLM (teacher) and S-MLLM (student) share the same AFM parameters.
Methods
ScienceQA
COCO-Caption
OKVQA
OCRVQA
GQA
TextVQA
Source
Target
Avg
OKVQA
OCRVQA
GQA
TextVQA
Source
Target
Avg
Zero-shot
58.00
66.20
61.94
58.21
61.09
70.22
65.65
58.00
66.20
61.94
58.21
61.09
40.34
50.71
LoRA Rank = 32
LoRA
56.99
65.25
61.52
56.64
60.10
87.57
73.84
48.60
66.00
56.73
43.91
53.81
128.46
91.14
LoRA+Ours
56.94
65.65
61.19
57.07
60.21
89.46
74.84
52.18
67.25
59.33
51.20
57.49
130.04
93.76
DoRA
55.10
61.05
59.68
54.18
57.50
88.94
73.22
49.69
66.50
57.62
45.81
54.90
128.26
91.58
Table 1. Comparison with state-of-the-art methods on the visual question answering task ScienceQA and the image captioning task COCO-Caption. Source indicates the average performance across upstream datasets, Target reports the performance on the fine-tuned dataset, and Avg is the mean of Source and Target .
Figure 3. Alignment trends across layers. (a) and (b) show the average cosine similarity between features at the original vision and text embedding positions within each layer on the target and source datasets, respectively. (c) and (d) show the corresponding normalized Euclidean distance. All fine-tuned models are fine-tuned on ScienceQA ( Lu et al., 2022 ) . Our model preserves the pre-trained modality alignment in the shallow layers (1–25), indicating retention of general cross-modal alignment, while exhibiting divergence in the deeper layers as they adapt to task-specific objectives.
Figure 4. Comparison of semantic trajectories across models, obtained via Logit Lens ( Nostalgebraist, 2020 ) . Existing methods, such as LoRASculpt, fail to preserve alignment within the feature flow, leading to incorrect predictions. In contrast, our method retains most of the trajectory of the pre-trained LLaVA, effectively mitigating catastrophic forgetting. The trajectory is derived from the image patch indicated by the red box. Full trajectories are provided in Appendix B.1.
LFR
LAP
LoRA Rank =32
LoRA Rank =64
Target
Source
Avg
Target
Source
Avg
Zero-shot
70.22
61.09
65.65
70.22
61.09
65.65
✗
✗
87.57
60.10
73.84
88.49
55.67
72.08
✗
✓
89.08
60.04
74.56
87.86
58.71
73.28
✓
✗
89.37
60.05
74.71
88.52
57.11
72.81
✓
✓
89.46
60.21
74.84
89.46
58.13
73.79
Table 2. Ablation study of Flow Refinement Loss LFR and Alignment Preservation Loss LAP . All experiments are conducted with LoRA on the ScienceQA dataset.
Method
LoRA Rank =32
LoRA Rank =64
Target
Source
Avg
Target
Source
Avg
Zero-shot
70.22
61.09
65.65
70.22
61.09
65.65
Scale
88.92
59.97
74.45
87.97
57.18
72.58
Linear
88.73
59.34
74.03
87.55
34.99
61.27
Attn-2
89.39
59.70
74.54
87.34
52.02
69.68
Attn-3
88.23
60.12
74.18
86.68
38.61
62.64
Table 3. Comparison of different alignment flow modeling strategies. All experiments are conducted with LoRA on the ScienceQA dataset. Attn- L denotes stacking L−1 standard attention layers followed by AFM as the final scoring layer.
Figure 5. Hyperparameter analysis of λFR and λAP . All results are obtained with LLaVAFlow applied.
Mohamed bin Zayed University of Artificial Intelligence · Center for Excellence in Brain Science and Intelligence Technology, Chinese Academy of Sciences · Kyoto University +2
College of Computer Science and Technology, National University of Defense Technology · State Key Laboratory of Complex & Critical Software Environment · National Key Laboratory of Parallel and Distributed Computing, National University of Defense Technology +1
Research Institute of Trustworthy Autonomous Systems and Department of Computer Science and Engineering, Southern University of Science and Technology · Department of Computer Science, City University of Hong Kong