acceptodds
Under review as a conference paper at ICLR 2027

Mímir: Physics-Grounded LLM Agents for Long-Horizon Irrigation Control

Abstract

Large language model (LLM) agents increasingly combine reasoning, tool use, and action, but most evidence comes from episodic tasks with relatively immediate feedback, where episode resets often contain failures. Long-running physical control operates in a different regime: actions alter future states, errors compound across decisions, and an agent must improve from experience without being allowed to rewrite the physical rules that make execution safe. We study this regime through irrigation, where daily decisions interact with soil-water dynamics over entire growing seasons. We present Mímir, a physics-grounded LLM agent organized around two repair timescales. At the fast timescale, a structured physical interface and deterministic simulator turn an LLM output into a proposal that is numerically checked, revised, and subjected to bounded deterministic action selection before execution. At the slow timescale, recurrent failure patterns are consolidated into persistent contextual principles that condition future proposals, while the physical model, evaluator, and execution constraints remain immutable. Under a common retrospective evaluator across multiple sites, crops, and years, Mímir attains the lowest reported aggregate control cost among the evaluated references and uses about 51% less irrigation than the historical schedule replay. Matched ablations show higher control cost when forward simulation, verified revision, or persistent context is removed. Model-scale experiments show no monotonic improvement with increasing LLM size, while model-family experiments indicate broadly stable performance across the tested backbones. The resulting lesson is not that language models should replace numerical controllers, but that persistent physical agents can combine semantic reasoning with bounded, evidence-driven self-improvement while reserving physical prediction and actuator authority for explicit numerical mechanisms.

open until 14 Dec 2026

est. 32% chance this paper gets accepted at ICLR 2027.

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