Advantages of cooperation between reinforcement learning agents in difficult stochastic problems

H.R. Berenji, David Vengerov · 2002

Presents the first results in understanding the reasons for cooperative advantage between reinforcement learning agents. We consider a cooperation method which consists of using and updating a common policy. We tested this method on a complex fuzzy reinforcement learning problem and found that cooperation brings larger than expected benefits. More precisely, we found that K cooperative agents each learning for N time steps outperform K independent agents each learning in a separate world for K*N time steps. We explain the observed phenomenon and determine the necessary conditions for its presence in a wide class of reinforcement learning problems.

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