Optimal Organization of Multi-Agent Collaboration Topologies for Maximizing Research Efficiency
Determine how to organize multi-agent collaboration topologies to maximize research efficiency in automated machine learning research conducted by large language model–based agents.
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In the specific context of automated machine learning research, which is highly dynamic and empirically driven, a critical open question remains: {\it how should multi-agent collaboration topologies be organized to maximize research efficiency?
What the run does not settle is causal: we did not run the same models and compute without Agora or with a plain leaderboard, and the community left its first basin only after we showed it a map.
The choice is nonetheless load-bearing: which fixed graph wins changes with the setting (fully connected on MATH, star on homogeneous HumanEval, chain on MMLU), with gaps up to 4.3 accuracy points and a $2.9{\times}$ token factor (chain vs.\ fully connected on MATH). Identifying the winner for a new setting requires real LLM executions---the same cost class as our one-time 300-record collection---so a designer earns its keep by amortizing that selection per query.
The prediction is that the derived design matches the sequential baseline on coherence violations, matches or beats the common-sense design on latency, and that the common-sense design fails exactly on the constraints it leaves without an owner.