用群体智能自动发现可解释的科学方程,大幅提高预测精度和可理解性。
Machine Collective Intelligence for Explainable Scientific Discovery

- 整合符号主义与元启发式,让多个智能体协作演化方程假设。
- 在多种系统中自动还原底层方程,外推误差比神经网络低六数量级。
- 将百万级参数压缩到5-40个可解释参数,适合需要可解释性的科研场景。
从经验观测中推导控制方程是科学领域的长期挑战。尽管人工智能在函数逼近方面表现出色,但现代AI在发现可解释且可外推的方程方面仍存在根本局限,成为人工智能驱动科学发现的核心瓶颈。本文提出机器集体智能,一种融合符号主义与元启发式两种计算智能范式的统一框架,实现控制方程的自主演化发现。该方法协调多个推理智能体,通过协同生成、评估、批判与整合,推动符号假设的进化,突破单智能体推理的局限。在由确定性、随机性或此前未表征动力学支配的科学系统中,该方法无需依赖人工设计的领域知识,即能自主恢复底层控制方程。此外,所得方程相较深度神经网络,外推误差降低达六数量级,同时将0.5至100万模型参数压缩至仅5至40个可解释参数。本研究标志着人工智能向自主发现原理性科学方程的重要转变。
原文摘要 · Abstract (English)
Deriving governing equations from empirical observations is a longstanding challenge in science. Although artificial intelligence (AI) has demonstrated substantial capabilities in function approximation, the discovery of explainable and extrapolatable equations remains a fundamental limitation of modern AI, posing a central bottleneck for AI-driven scientific discovery. Here, we present machine collective intelligence, a unified paradigm that integrates two fundamental yet distinct traditions in computational intelligence--symbolism and metaheuristics--to enable autonomous and evolutionary discovery of governing equations. It orchestrates multiple reasoning agents to evolve their symbolic hypotheses through coordinated generation, evaluation, critique, and consolidation, enabling scientific discovery beyond single-agent inference. Across scientific systems governed by deterministic, stochastic, or previously uncharacterized dynamics, machine collective intelligence autonomously recovered the underlying governing equations without relying on hand-crafted domain knowledge. Furthermore, the resulting equations reduced extrapolation error by up to six orders of magnitude relative to deep neural networks, while condensing 0.5-1 million model parameters into just 5-40 interpretable parameters. This study marks an important shift in AI toward the autonomous discovery of principled scientific equations.
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