aiqbench analysis
This paper establishes a rigorous mathematical foundation using set theory and logic to structure agentic AI within business process automation, moving beyond heuristic approaches toward formally verified workflows. By defining agents, goals, and objects into a unified knowledge base, the framework enables soundness guarantees for autonomous decision-making in complex enterprise environments. This work represents significant theoretical progress in making declarative agentic systems reliable enough for critical operational deployment.
A Formal Framework for Declarative Agentic AI in Business Process Analysis
arXiv:2606.15291v1 Announce Type: new Abstract: Agentic AI opens new opportunities for automating Business Process (BP), enabling autonomous decision-making and dynamic adaptation. However, realising this potential requires BP entities and their interactions to be defined with formal precision. This paper presents a formal framework for Agentic BP analysis through the AGO methodology. AGO captures the modelling perspective in terms of who is acting (Agents), why it is carried out (Goals), and what the relevant entities are (Objects). Grounded in set theory and mathematical logic, we formally define the AGO entity types and their interactions, organising all definitions into a BP Knowledge Base (BPKB). The resulting BPKB supports structured querying, incremental updates, and automatic generation of BP workflows, while ensuring soundness and completeness of the derived paths.
Abstract:Agentic AI opens new opportunities for automating Business Process (BP), enabling autonomous decision-making and dynamic adaptation. However, realising this potential requires BP entities and their interactions to be defined with formal precision. This paper presents a formal framework for Agentic BP analysis through the AGO methodology. AGO captures the modelling perspective in terms of who is acting (Agents), why it is carried out (Goals), and what the relevant entities are (Objects). Grounded in set theory and mathematical logic, we formally define the AGO entity types and their interactions, organising all definitions into a BP Knowledge Base (BPKB). The resulting BPKB supports structured querying, incremental updates, and automatic generation of BP workflows, while ensuring soundness and completeness of the derived paths.
Artificial Intelligence (cs.AI)
arXiv:2606.15291 [cs.AI]
(or arXiv:2606.15291v1 [cs.AI] for this version)
https://doi.org/10.48550/arXiv.2606.15291 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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Full text under the publisher's open licence · 214 words
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