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When LLMs Develop Languages: Symbolic Communication for Efficient Multi-Agent Reasoning

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Chain-of-Thought (CoT) improves large language models (LLMs) on difficult reasoning tasks, but it often incurs long natural-language rationales that are poorly aligned with efficient machine reasoning. We propose Communicative Language Symbolism Routing (CLSR), a test-time framework in which multiple LLM agents autonomously invent, evolve, and share compact Language Symbolism Frameworks (LSFs), while a latent-free router adaptively selects and composes these languages per query to optimize the accuracy-token trade-off. Unlike prompt optimization that refines surface instructions, CLSR treats each LSF as a reusable symbolic protocol with compact symbols, usage rules, and a message-passing contract, and improves it through an evolutionary loop driven by correctness and token cost. At inference time, the router may invoke a single low-cost LSF call, ensemble multiple LSFs, or execute a multi-round LSF composition protocol on harder queries. Across challenging benchmarks, CLSR reduces latency-oriented generated token completion by $3\sim 6\times$ compared to standard CoT while maintaining accuracy. We further derive an information-theoretic lower bound on token cost under arbitrary symbolism and show that, under an interpreter-realizability premise, multi-round LSF protocols conditionally subsume program-execution pipelines. Code is publicly available (https://github.com/pzqpzq/LSF_MDia).

Zhengqi Pei, Qingming Huang, Shuhui Wang• 2026

Related benchmarks

TaskDatasetResultRank
Scientific ReasoningGPQA
Accuracy49.2
30
grade-school mathGSM8K
Accuracy92.4
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Mathematical Theorem ProvingMATH 500
Proof-level Accuracy89.4
23
Multi-hop Question AnsweringHOTPOT-QA
Accuracy68.8
20
science QA with short final answersSci-QA
Accuracy80.2
20
broad-domain factual and professional reasoningMMLU-Pro
Accuracy (ACC)0.703
20
competition-style proof and derivationAIME 21-24
Accuracy82.5
20
Graduate-level Science QAGPQA Main
Accuracy73.1
20
Mathematical ReasoningMATH 500
Accuracy89.7
18
Mathematical ReasoningGSM8K
Accuracy94.8
8
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