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Demonstrates reduced expert collapse in vision transformers, suggesting better model efficiency.
Mixture-of-Experts (MoE) Vision Transformers improve Transformer efficiency by routing each image patch token to a sparse subset of specialized feed-forward network experts. Standard learned routers produce expert collapse early in training—one or two experts absorb the majority of tokens while others go undertrained—because they discard the self-attention score matrix \(A ∈ RH × N × N\) before making routing decisions. This matrix encodes pairwise relational structure between tokens that, if retained, would serve as a semantically meaningful routing prior: object-center patches attend sharply and resemble the CLS token (low entropy, high CLS-similarity); boundary patches attract head disagreement (high cross-head variance); background patches attend diffusely (high entropy). We propose \(AttnRoute-MoE,\) which constructs a structured routing prior from three properties of \(A\)—per-token attention entropy \(Hᵢ\), cross-head variance \(Vᵢ\), and CLS-token similarity \(Cᵢ\)—and projects them onto \(E\) learned expert prototype vectors to produce a prior routing distribution \(P_i ∈ R^E\). The combined routing logit \(S_i = W_r(z_i) + λ_t · P_i\) uses a cosine annealing schedule that decays \(λ ₜ\) from 1 to 0 over \(Tₐₙₙₑₐₗ\) steps, leaving a standard MoE with no inference overhead at the end of training. We empirically select the backbone through an attention prior diversity task (H1) comparing MAE-ViT-B/16, DeiT-B/16, DINOv1, and DINOv2-B/14. DeiT-B/16 achieves the strongest prior diversity (mean \(H\) gap \(=0.1547\) nats, \(87.6%\) positive rate) and is used for all experiments. On Tiny ImageNet, AttnRoute-MoE reduces expert collapse (CV at epoch 1) by \(24.2%\) in a single seed; across three random seeds the mean reduction is \(10.8% ± 15.4%\) (\(t = 1.47\), \(p > 0.05\) at \(n = 3\)), with the benefit sensitive to prototype initialization. A more robust multi-seed finding is that our framework produces smoother routing trajectories (mean per-token routing variance decreased by \(14.3%\)), yielding more stable representation learning across all experts.
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Hanyu Yu (2026) studied this question.
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