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Dynamic Latent Routing

NeurIPS 2026 · Reinforcement learning › RL from feedback · approach: Scaling RL with verifiable rewards · 0 citations (OpenAlex)

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Proposes General Dijkstra Search (GDS) with a proof that temporal concatenation of sub-policies recovers optimal goal-reaching policies in dynamic MDPs, and Dynamic Latent Routing (DLR), a single-stage LLM post-training method that learns discrete latent codes that steer the residual stream via search-select-update.

Problem

Discrete latent codes injected into LLMs during post-training disrupt pre-trained sequence structure and need multi-stage training, so they underperform SFT in low-data fine-tuning; there is also no theory for why temporal composition of sub-policies helps.

Approach

Replace the priority queue of GDS with a learned policy head that samples code sequences, selects the one maximizing conditional likelihood, and updates the policy head, codebook and LM jointly; codes are added as steering vectors to the residual stream at an injection layer rather than as extra tokens.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: GSM8K ScienceQA StrategyQA CSQA synthetic six-digit arithmetic

Benchmarks: GSM8K ScienceQA StrategyQA CSQA

Metrics: accuracy 95% bootstrap confidence intervals codebook cosine similarity codebook utilization topic purity accuracy drop under ablation

Baselines: SFT Pause Tokens TokenAssorted DLR (C=1)

Builds on: General Dijkstra Search Pause Tokens TokenAssorted representation engineering mutual-information skill discovery

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