CLAIDec 30, 2025

iCLP: Large Language Model Reasoning with Implicit Cognition Latent Planning

arXiv:2512.24014v1h-index: 3
Originality Highly original
AI Analysis

This addresses the problem of LLM hallucinations and task diversity in plan generation for researchers and practitioners, though it is incremental as it builds on existing step-by-step reasoning methods.

The paper tackles the challenge of generating accurate textual plans for LLM reasoning by proposing iCLP, a framework that enables LLMs to generate latent plans inspired by implicit cognition, resulting in significant improvements in accuracy and efficiency on mathematical reasoning and code generation tasks with strong cross-domain generalization.

Large language models (LLMs), when guided by explicit textual plans, can perform reliable step-by-step reasoning during problem-solving. However, generating accurate and effective textual plans remains challenging due to LLM hallucinations and the high diversity of task-specific questions. To address this, we draw inspiration from human Implicit Cognition (IC), the subconscious process by which decisions are guided by compact, generalized patterns learned from past experiences without requiring explicit verbalization. We propose iCLP, a novel framework that enables LLMs to adaptively generate latent plans (LPs), which are compact encodings of effective reasoning instructions. iCLP first distills explicit plans from existing step-by-step reasoning trajectories. It then learns discrete representations of these plans via a vector-quantized autoencoder coupled with a codebook. Finally, by fine-tuning LLMs on paired latent plans and corresponding reasoning steps, the models learn to perform implicit planning during reasoning. Experimental results on mathematical reasoning and code generation tasks demonstrate that, with iCLP, LLMs can plan in latent space while reasoning in language space. This approach yields significant improvements in both accuracy and efficiency and, crucially, demonstrates strong cross-domain generalization while preserving the interpretability of chain-of-thought reasoning.

Foundations

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