NeuCME: Toward Dynamic Multimodal Continual Learning via Neural Combinatorics of Multiple Experts
Authors: Kai Guo, Chuanbin Liu, Peng Hu, Hao Wang, Xi Peng
Organizations: College of Computer Science, Sichuan University, Chengdu, China · School of Economics and Management, China University of Petroleum (Beijing), Beijing, China · School of Artificial Intelligence, Sichuan University, Chengdu, China · Tianfu Jincheng Laboratory, Chengdu, China
Multimodal continual learning has recently shown great potential for developing agents with human-like intelligence by continuously learning new tasks across multiple modalities. However, existing methods typically assume that the set of modalities per task is predefined and fixed. In this paper, we investigate a more realistic learning setting, referred to as dynamic multimodal continual learning, in which the set of modalities may vary across tasks rather than remaining fixed. This setting involves two primary challenges: (i) spatio-temporal catastrophic forgetting and (ii) adaptive multimodal fusion. To address these challenges, we propose NeuCME (as shorthand for Neural Combinatorics of Multiple Experts), a novel framework designed to effectively learn and integrate knowledge across tasks with varying modalities. The proposed NeuCME model comprises three key components, namely modality-combinational rehearsal, multi-gated mixture-of-experts, and task relevance-guided distillation. Furthermore, we formulate an evaluation metric to quantify the dynamism of task sequences and then set up a comprehensive benchmark with different degrees of dynamism. Extensive experiments using four real-world datasets demonstrate that the proposed NeuCME outperforms state-of-the-art methods markedly.
Figures & tables
Figure 1: An illustrative example of our motivation. Left : A schematic of dynamic MCL that learns a sequence of tasks, where Task 1 includes video and text, Task 2 has video, text and audio, and Task t contains video and audio modalities. Right : Illustration of three fundamental challenges involved in modality encoding, multimodal fusion, and task learning.
Figure 2: An overview of the proposed NeuCME. It consists of a set of backbone encoders, a multi-gated Mixture-of-Experts layer (MMoE), and a task relevance-guided distillation . TRAINING ( left ): The whole model is optimized under the proposed modality-combinational rehearsal . The joint objective integrates task loss, reconstruction loss, and distillation loss. INFERENCE ( right ): The trained model can handle a variety of tasks with diverse modalities. [Best viewed in color]
Figure 3: Performance comparison of different methods under varying dynamism levels on four datasets. The top row (a-d) shows the average accuracy ( % ), and the bottom row (e-h) shows the average forgetting ( % ). Different methods correspond to distinct color curves. [Best viewed in color]
Methods
Modality- augmented
Modality- reduced
Modality- mixed
MME A-CL
MO SEI
MME A-CL
MO SEI
MME A-CL
MO SEI
CMR-MFN
83.24
54.62
82.95
54.33
65.90
55.56
AV-CIL
82.70
55.20
34.86
56.64
56.49
56.34
SAMM
84.28
54.48
83.77
56.20
69.72
54.84
NeuCME
83.97
55.48
84.48
56.35
70.23
57.71
Table 1: Performance comparison of different methods on various modality transitions. The best and second-best results are marked in bold and underline , respectively.
Figure 5
Variants
CUBICC
IEMOCAP
MMEA-CL
MOSEI
w/o MCR
84.89
48.00
78.80
59.08
w/o MMoE
86.59
47.34
87.03
58.86
w/o TRD
86.25
49.27
86.72
59.79
NeuCME
86.67
50.64
87.26
60.97
Table 2: Ablation study on the variants of NeuCME under Level-2 dynamism. Best results are in Bold fonts.
Settings
MMEA-CL
CMU-MOSEI
Gate type
single-gated
86.65
58.17
multi-gated
87.26
60.97
Distillation
all
85.95
60.82
prior
84.72
60.37
random
85.72
59.79
top-k
87.26
60.97
Table 3: Analysis of gating and distillation study.
Methods
CUBICC
MMEA-CL
Runtime
Parameter
Runtime
Parameter
CMR-MFN
129.86
23.97
156.52
20.32
AV-CIL
153.31
21.52
180.30
23.75
SAMM
178.94
24.44
211.57
22.92
NeuCME
48.41
27.04
134.71
23.45
Table 4: Runtime and parameters of different methods under Level-2 dynamism. Best results are in Bold fonts.
Real-world model deployment across multiple domains requires multimodal models to operate under two complementary regimes: (1) multi-task pretraining, tasks are co-available at design time where related tasks could borrow representational strength from one another, (2) continual adaptation, in which new tasks emerge after deployment with previously unseen modality combinations. However, neither regime alone suffices: the pretraining task set is never exhaustive, while bypassing joint training forfeits the transfer gains and efficiency among co-trainable tasks. Sparse Mixture-of-Experts (MoE) is a natural fit for this dual requirement: sparse activation enables modular capacity expansion as new tasks arrive, while routing decouples modality-level computation from task-level composition. In this work, we propose a scalable MoE framework for multitask pretraining and continual learning across flexible modality combinations. The framework is designed to support training on multimodal tasks with diverse modality configurations by leveraging modality-specific routers that process tokens from each modality across tasks. Furthermore, it enables continual learning over sequential multimodal tasks within a fixed-capacity MoE by compressing accumulated expert knowledge into low-rank memory subspaces, while expanding only the lightweight routers. We validate the effectiveness of our method on multiple healthcare multimodal benchmarks. It demonstrates competitive multitask pretraining performance while alleviating catastrophic forgetting and improving parameter efficiency.
Xing Han, Shravan Chaudhari, Tanvi Ranade +2
Department of Computer Science Johns Hopkins University · Department of ECE Johns Hopkins University · Department of Computer Science Johns Hopkins University, Bayesian Health
Dual-to-Dual MLLMs refer to Multimodal Large Language Models, which can enable unified multimodal comprehension and generation through text and image modalities. Although exhibiting strong instantaneous learning and generalization capabilities, Dual-to-Dual MLLMs still remain deficient in lifelong evolution, significantly affecting continual adaptation to dynamic real-world scenarios. One of the challenges is that learning new tasks inevitably destroys the learned knowledge. Beyond traditional catastrophic forgetting, Dual-to-Dual MLLMs face other challenges, including hallucination, instruction unfollowing, and failures in cross-modal knowledge transfer. However, no standardized continual learning framework for Dual-to-Dual MLLMs has been established yet, leaving these challenges unexplored. Thus, in this paper, we establish Continual-NExT, a continual learning framework for Dual-to-Dual MLLMs with deliberately-architected evaluation metrics. To improve the continual learning capability of Dual-to-Dual MLLMs, we propose an efficient MAGE (Mixture and Aggregation of General LoRA and Expert LoRA) method to further facilitate knowledge transfer across modalities and mitigate forgetting. Extensive experiments demonstrate that MAGE outperforms other continual learning methods and achieves state-of-the-art performance.
Jingyang Qiao, Zhizhong Zhang, Xin Tan +3
East China Normal University · Shanghai Innovation Institute · Shanghai Artificial Intelligence Laboratory +1
Multimodal continual learning (MMCL) aims to learn emerging knowledge from multimodal data while preserving knowledge. To mitigate forgetting, current MMCL methods usually focus on cross-modal representation alignment or semantic similarity, but they overlook whether the relative contributions of individual modalities and their interactions remain stable across incremental tasks. We term this decision-level shift Modality Contribution Drift (MCD) and quantify it with the MCD score, which combines contribution-strength and relative-reliance changes under controlled interventions on modality subsets. Theoretical and empirical analyses further explain why current MMCL methods cannot reliably mitigate this drift. To this end, we propose Continual Modality Contribution Drift Regularization (CMCDR), which preserves the modality contribution structure of previously learned tasks. Since MMCL settings differ in whether old exemplars are available, CMCDR includes both replay-based and replay-free versions. The replay-based version uses modality-subset interventions as diagnostic probes on stored old samples, compares their contribution profiles between the current model and a frozen previous model, and constrains changes in old-sample modality-specific and interaction contributions. The replay-free version uses current-task samples as probes and distills the frozen model's old-task contribution responses, thereby regularizing the observed contribution profile without exemplars. Experiments on multimodal class-incremental learning and continual visual question answering validate the generality and effectiveness of CMCDR.
Zhen Zhang, Jielei Chu, Bin Liu +1
School of Computing and Artificial Intelligence, Southwest Jiaotong University