One for All, All for One: Coordinated Multi-Agent Diffusion Steering via Stochastic Optimal Control
arXiv 人工智能预印本(Atom) · 2026-10-07 00:02 发布 · 2026-10-07 14:51 采集 · Esmeralda S. Whitammer
基本信息
原始数据层(AI 与用户都不会覆盖这些字段)
🌍 国际
技术进展
AI
状态:已分析
综合价值 3.8 / 5
- 来源
- arXiv 人工智能预印本(Atom)(arXiv · INTL)
- 发布时间
- 2026-10-07 00:02
- 采集时间
- 2026-10-07 14:51
- 语言
- en
- 地域置信度
- 65%
- 原始链接
- https://arxiv.org/abs/2610.08595v1
- 内容指纹
- 3652f6b53f530b191a99e3be8eba02988692ad940526e8669b0adaedda860e24
AI 整理
分析于 2026-10-07 14:51(第 1 版,来源:offline)Deep generative models often produce structured outputs composed of interacting components.Modelling these outputs with a single model requires learning both the component distributions and their inte…
为什么值得关注:属于技术进展,可能扩散到其他领域
趋势标签: control outputs multi-agent diffusion
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仅在合法且采集到正文时显示;否则请查看原文链接Deep generative models often produce structured outputs composed of interacting components. Modelling these outputs with a single model requires learning both the component distributions and their interactions. We pursue a modular alternative: reuse independently trained component generators and learn only how to coordinate them to produce coherent structured outputs. Our framework, Coordinated Multi-Agent Diffusion Steering (CMDS), treats frozen pretrained diffusion models as reusable generative primitives and coordinates their reverse processes through a learned control. We formulate coordination as a stochastic optimal control problem, balancing an assembly-level reward that specifies the desired properties of the combined output against deviations from the pretrained dynamics. The learned control amortises this optimisation, allowing reuse across new task instances. Experiments show that CMDS can recover a known target distribution, satisfy different spatial constraints with the same trained control, and recover individual sources from degraded mixtures. Across multi-agent maze navigation, articulated robot planning, and text-conditioned human motion, CMDS turns frozen models into coordinated multi-agent generators.
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2026-10-07
首次出现
One for All, All for One: Coordinated Multi-Agent Diffusion Steering via Stochastic Optimal Control
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