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[ARTICLE · art-14015] src=arxiv.org pub= topic=artificial-intelligence verified=true sentiment=· neutral

Mixture of Complementary Agents for Robust LLM Ensemble

Researchers have developed a new method for selecting which large language models (LLMs) to include in multi-AI ensembles, treating the process as a combinatorial selection problem focused on model complementarity rather than just accuracy or diversity. The approach uses computationally efficient greedy-style algorithms that assess how well different LLMs complement each other and the summarizer model, achieving better performance-cost trade-offs than existing methods. This work addresses a critical bottleneck in multi-AI collaboration pipelines, where choosing the right combination of proposer models can significantly improve the quality of synthesized answers.

read1 min publishedMay 26, 2026

arXiv:2605.24048v1 Announce Type: new Abstract: Multi-AI collaboration, such as ensembling or debating large language models (LLMs), is a promising paradigm for aggregating information and boosting performance. A foundational step in these pipelines is to feed the responses of several proposer LLMs into a summarizer LLM, which synthesizes a better answer. However, choosing which proposers to include is non-trivial. Existing approaches primarily focus either on accuracy (picking the strongest models) or diversity (ensuring variety), and often overlook the interactions among proposers and with the summarizer. We reframe proposer selection as a combinatorial selection problem akin to feature selection, where the value of an LLM lies in its complementarity with others. However, directly applying standard feature-selection algorithms is impractical in the LLM setting due to prohibitive time complexity. Motivated by this limitation, we explore an extensive range of computationally feasible, greedy-style selection algorithms that assess complementarity using a small labeled set. Our experiments validate complementarity as a guiding principle for proposer selection and identify methods that achieve the best performance-cost trade-offs in practice.

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