Decentralized Master-Mind: Joint Action Refinement through Iterative Intent Denoising in Multi-Agent Pathfinding
Valeriy Vyaltsev, Anton Andreychuk, Taisia Zlotnikova, Konstantin Yakovlev, Aleksandr Panov, Alexey Skrynnik
CogAI Lab
Published September 25, 2026 · on the feed October 2, 2026 · ▲ 53 · arXiv 2609.32019
The abstract
Decentralized multi-agent path finding (MAPF) with communication requires agents to reach individual goals without collisions under partial observability. Learnable policies trained on expert data provide an effective approach to this problem. However, when several coordinated joint actions are valid in the same context, independently sampling from per-agent distributions can recombine locally valid choices into incompatible joint actions. This failure can arise from the final sampling mechanism even when the per-agent action distributions are learned correctly. DMM (Decentralized Master-Mind) addresses this by replacing one-shot action sampling with discrete, iterative refinement of action intents across communication rounds, inspired by denoising in diffusion models. Agents initialize random action intents and refine them through local communication, coupling their choices before commitment. DMM is pretrained with imitation learning on expert MAPF solutions and further optimized with MICPO, a critic-free group-relative reinforcement-learning method designed for multi-agent, multi-round action refinement. DMM generally achieves higher success rates and lower solution costs than the evaluated learnable baselines. On 1,600 MovingAI tasks, DMM fine-tuned with MICPO solves 1,598, the highest coverage among the evaluated methods, while achieving solution costs close to those of the strongest baselines. DMM also scales to over one million simultaneously acting agents in obstacle-rich environments. These results show that round-level intent refinement can improve joint-action coordination while preserving decentralized execution.
The Brief
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Transcript
Decentralized Master-Mind. Joint Action Refinement through Iterative Intent Denoising in Multi-Agent Pathfinding. By Valeriy Vyaltsev and five others, from CogAI Lab. Published on the twenty-fifth of September. Its code repository is worked out: about one hundred and fifty source files, with a readme and a licence.
In decentralized multi-agent path finding with communication, every agent has to reach its own goal without colliding with the others, and each sees only part of the world. Learnable policies trained on expert data are an effective way to attack this. But there is a failure hiding in how those policies act. Often several coordinated joint actions are valid in the same situation. If each agent samples independently from its own action distribution, locally valid choices can recombine into a joint action that does not work. Picture two agents who could each yield or each go first: one picks yielding, the other picks going first from a different valid plan, and the combination collides. The authors stress that this can happen even when every per-agent distribution has been learned correctly. The fault is in the final sampling step, not in what was learned.
DMM, short for Decentralized Master-Mind, replaces that one-shot sampling. In its place is discrete, iterative refinement of action intents spread across communication rounds, inspired by denoising in diffusion models. Agents start from random action intents and refine them through local communication, so their choices become coupled before anyone commits to a move.
Training has two layers. DMM is first pretrained with imitation learning on expert MAPF solutions. It is then further optimized with MICPO, a critic-free, group-relative reinforcement-learning method designed specifically for this setting: many agents, refining their actions over many rounds.
Against the learnable baselines it was evaluated with, DMM generally reaches higher success rates and lower solution costs. The headline test is a set of one thousand six hundred MovingAI tasks. DMM fine-tuned with MICPO solves one thousand five hundred and ninety-eight of them, the highest coverage among the evaluated methods, with solution costs close to those of the strongest baselines. It also scales to over one million agents acting simultaneously in environments dense with obstacles.
That last number matters for the claim about decentralization. Coordination here is bought through rounds of local talk, not through a central planner, and the scale result shows that the approach does not give up decentralized execution to get it.
A useful way to hold this paper is as a relocation of the problem. The policies were not the weak link; the moment of sampling was. Letting agents refine their intents together across communication rounds, in the spirit of denoising, is offered as a way to fix coordination at exactly that point, while each agent still acts on its own.
Paper Quest · 7 chapters · about 41 min
Play this paper
Learn it by doing: make the calls the authors made, guess the result before you see it, and defend it in a viva graded on your own words. Chapter 1 is right here.
Chapter 1 🧩 · The problem
Every robot makes a sensible choice, and together they crash. That is the wall.
You control many robots on a grid. Each sees only its neighbourhood, can talk to nearby robots, and must reach its own goal without collisions.
The road ahead
- 1 · The problem ~7 min Robots that each pick a sensible move on their own can still crash, because their sensible moves may come from different plans.
- 2 · What came before ~3 min
- 3 · The key idea ~9 min Instead of each agent picking its move in one shot, agents start from random intents and revise them together over communication rounds before acting.
- 4 · Choose your own research ~3 min
- 5 · Build the method ~8 min Train by copying experts, then fine-tune with MICPO; at run time, start random intents, refine them across rounds, and commit after the last round.
- 6 · The experiment ~6 min You’ll guess: Out of 1,600 MovingAI tasks, how did DMM fine-tuned with MICPO do on coverage against the other evaluated methods?
- 7 · The viva ~5 min Three questions from the examiners, answered in your own words. Win it for the paper’s trophy.
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