TL;DR
This paper reveals that LLMs act as single-threaded reasoners relying on greedy token selection, and proposes stochastic methods like Gumbel-Softmax to enhance their reasoning exploration and performance.
Contribution
It uncovers the single-threaded nature of LLM reasoning and introduces Stochastic Soft Thinking with Gumbel-Softmax to improve reasoning diversity and effectiveness.
Findings
LLMs predominantly rely on the highest probability token, limiting reasoning diversity.
Stochastic Soft Thinking with Gumbel-Softmax improves reasoning performance.
Enhanced exploration potential over traditional Chain-of-Thought methods.
Abstract
Human cognition naturally engages with abstract and fluid concepts, whereas existing reasoning models often rely on generating discrete tokens, potentially constraining their expressive capabilities. Recent advancements aim to address this limitation by enabling large language models (LLMs) to generate soft, abstract tokens, thus facilitating reasoning within a continuous concept space. In this paper, we investigate the Soft Thinking capabilities of various LLMs through a systematic analysis of their internal behavior using a suite of probing techniques. Contrary to the prevailing belief that Soft Thinking supports parallel exploration of diverse reasoning paths, our findings reveal that LLMs behave as single-threaded reasoners--they predominantly rely on the token with the highest probability in the soft input to predict the next step. This behavior induces a greedy feedback loop that…
Peer Reviews
Decision·ICLR 2026 Poster
The paper addresses a genuinely important problem since human feedback in practice is often inconsistent and biased, especially when dealing with complex tasks or subjective preferences. The theoretical framework connecting noisy observations to latent objectives through a probabilistic model is well motivated, and I appreciate that the authors provide both convergence guarantees and empirical validation. The experiments on LLM summarization and dialogue tasks show meaningful improvements over b
you can improve your writing, authors. The auxiliary model for objective inference adds considerable complexity to the training pipeline, and I'm concerned about the computational overhead this introduces compared to standard RLHF. While the synthetic experiments are convincing, the real world experiments could benefit from more diverse evaluation settings beyond just text generation tasks. The paper also doesn't fully address how to set the hyperparameters for balancing between the inferred obj
1. Clear Motivation and Problem Framing: The central claim that LLMs are "single-threaded reasoners" and that Soft Thinking defaults to a greedy process is an important observation on the drawback of previous method. 2. Sufficient Analysis to support the Greedy Pitfalls: The evidence from output probability (JS Divergence) , hidden state representations (Logit Lens) , and sequence-level output (ROUGE-L) effectively support the hypothesis. 3. Practical and Effective Solution: The paper address th
1. The paper's modest performance gains are not shown to be statistically significant. The proposed "Stochastic Soft Thinking" method involves randomness. However, the reported average improvements are small (ranging from +0.42 to +1.05 points). For five of the eight benchmarks, the authors report Pass@1 scores, which may be sensitive to run-to-run variance. The reproducibility statement confirms these experiments were run with a single "fixed random seed". This is insufficient to demonstrate th
- The detailed description in Appendix D is very helpful in understanding soft token thinking. I highly recommend the authors to incorporate the idea of Appendix D into the main text if space allows. - The benefits of soft token thinking incorporated in RL training is promising, especially on larger models, according to the evidence in Appendix E.
- The Dirichlet scaling parameter is described by $\gamma$ in Line 335 but $\alpha$ is used in Line 370. - The term "Greedy" has been mentioned multiple times, but I find it difficult to understand without its precise definition on what it refers to. For example, "Greedy Token Thinking" is mentioned Section 4.4 along with "discrete Token Thinking", but the difference of the two methods is not discussed.
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