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arXiv 提交日期: 2026-04-01
📄 Abstract - Type-Checked Compliance: Deterministic Guardrails for Agentic Financial Systems Using Lean 4 Theorem Proving

The rapid evolution of autonomous, agentic artificial intelligence within financial services has introduced an existential architectural crisis: large language models (LLMs) are probabilistic, non-deterministic systems operating in domains that demand absolute, mathematically verifiable compliance guarantees. Existing guardrail solutions -- including NVIDIA NeMo Guardrails and Guardrails AI -- rely on probabilistic classifiers and syntactic validators that are fundamentally inadequate for enforcing complex multi-variable regulatory constraints mandated by the SEC, FINRA, and OCC. This paper presents the Lean-Agent Protocol, a formal-verification-based AI guardrail platform that leverages the Aristotle neural-symbolic model developed by Harmonic AI to auto-formalize institutional policies into Lean 4 code. Every proposed agentic action is treated as a mathematical conjecture: execution is permitted if and only if the Lean 4 kernel proves that the action satisfies pre-compiled regulatory axioms. This architecture provides cryptographic-level compliance certainty at microsecond latency, directly satisfying SEC Rule 15c3-5, OCC Bulletin 2011-12, FINRA Rule 3110, and CFPB explainability mandates. A three-phase implementation roadmap from shadow verification through enterprise-scale deployment is provided.

顶级标签: agents systems theory
详细标签: formal verification financial compliance neural-symbolic deterministic guardrails theorem proving 或 搜索:

类型检查合规性:使用Lean 4定理证明为金融智能体系统构建确定性护栏 / Type-Checked Compliance: Deterministic Guardrails for Agentic Financial Systems Using Lean 4 Theorem Proving


1️⃣ 一句话总结

这篇论文提出了一种名为Lean-Agent Protocol的新方法,它利用Lean 4定理证明器,将复杂的金融监管规则转化为可自动验证的数学定理,从而为不可预测的AI金融系统提供像密码学一样可靠的确定性合规保障。

源自 arXiv: 2604.01483