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AI Agent Systems for Supply Chains: Structured Decision Prompts and Memory Retrieval

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This study investigates large language model (LLM) -based multi-agent systems (MASs) as a promising approach to inventory management, which is a key component of supply chain management. Although these systems have gained considerable attention for their potential to address the challenges associated with typical inventory management methods, key uncertainties regarding their effectiveness persist. Specifically, it is unclear whether LLM-based MASs can consistently derive optimal ordering policies and adapt to diverse supply chain scenarios. To address these questions, we examine an LLM-based MAS with a fixed-ordering strategy prompt that encodes the stepwise processes of the problem setting and a safe-stock strategy commonly used in inventory management. Our empirical results demonstrate that, even without detailed prompt adjustments, an LLM-based MAS can determine optimal ordering decisions in a restricted scenario. To enhance adaptability, we propose a novel agent called AIM-RM, which leverages similar historical experiences through similarity matching. Our results show that AIM-RM outperforms benchmark methods across various supply chain scenarios, highlighting its robustness and adaptability.

Konosuke Yoshizato, Kazuma Shimizu, Ryota Higa, Takanobu Otsuka• 2026

Related benchmarks

TaskDatasetResultRank
Inventory ManagementSupply Chain Demand Scenarios
Const-Uni0.00e+0
12
Multi-Agent Inventory ManagementInventory Management Const-Uni (test)
Relative Gap (Delta)0.00e+0
6
Multi-Agent Inventory ManagementInventory Management Dec-Div (test)
Relative Gap (Δ)48.8
6
Multi-Agent Inventory ManagementInventory Management Inc-Div (test)
Relative Gap (Δ)104.1
6
Multi-Agent Inventory ManagementInventory Management Average (test)
Avg Relative Gap (Δ)134.5
6
Inventory ManagementInventory Management Constant-Uniform GPT-5
Relative Gap (Δ)13.33
6
Inventory ManagementInventory Management decreasing-diverse GPT-5
Relative Gap (Δ)51.81
6
Inventory ManagementInventory Management decreasing-uniform GPT-5
Relative Gap (Δ)175.1
6
Inventory ManagementInventory Management Inc-Uni GPT-5 (increasing-uniform)
Relative Gap (Δ)112
6
Inventory ManagementInventory Management Average GPT-5 (all scenarios)
Relative Gap104.5
6
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