有限状态机与PlantUML相结合的机器学习应用方法

Mircea Trifan, B. Ionescu, D. Ionescu
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引用次数: 0

摘要

尽管最近人工智能(AI)的理论和实践取得了进展,但仍然缺乏用于设计和实现神经网络(NN)的工具和算法,无法解释产生决策的过程是如何做出的。因此,有必要设计新的算法来赋予神经网络以解决人工智能使用中的透明度和会计问题,特别是在人工智能决策对人们生活产生重大影响的领域。这导致了对可解释人工智能(XAI)算法的研究和调查,这是一个刚刚开始的领域。在本文中,有限状态机(FSM)方法被应用于混合机器学习(ML)框架的设计和实现,这些框架能够使用抽象表示自动构建、自动训练和自动部署AI模型。本文证明,fsm可以在工程和人工智能自动化工具的设计中生成并应用,从而可以控制AutoML、AutoGluon等平台。AI模型的自动化是通过解析FSM状态来实现的,这导致了可以执行的Python工件的创建。提出的FSM基于FSM控制器(FSMC)的决策控制自动化人工智能平台(AAIP)。FSMC是FSM图的根,其结构中包含驱动神经网络的规则。解析后的图是图推理(DR)算法的节点。这些算法能够从这些图的数据库中选择合适的FSM和PlantUML图。本文描述了一种FSM、FSMC和RNN相结合的实现,说明了FSM方法在人工智能中的优势。用于生成本文中的图形的PlantUML图可以在以下URL 1.1https://github.com/mirceat/FSM2ML-diagrams中找到
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Combined Finite State Machine and PlantUML Approach to Machine Learning Applications
Despite recent progress made in the theory and practice of Artificial Intelligence (AI), there is still a lack of tools and algorithms for the design and implementation of Neural Networks (NN) capable of explaining how the processes producing decisions are made. Therefore there is a need for devising new algorithms for endowing NN to address the transparency and accountancy in the use of AI, especially in areas where AI decisions have a significant impact on people’s lives. This led to the research and investigation of algorithms for explainable AI (XAI), a field which is at the very beginning of its activities. In this paper, a Finite State Machine (FSM) approach is applied to the design and implementation of a blend of Machine Learning (ML) frameworks capable to auto-build, auto-train, and auto-deploy AI models using abstract representations. It is demonstrated, in this paper, that FSMs can be generated and applied at the design of engineering and AI automation tools such that platforms such as AutoML, AutoGluon and others can be controlled at their turn. The automation of AI models is achieved by parsing the FSM states, which results in the creation of Python artifacts that can be executed. The proposed FSM controls the Automated AI Platforms (AAIP) based on the decisions made by the FSM Controller (FSMC). The FSMC is the root of the FSM graph possessing in its structure the rules driving the NNs. The parsed diagrams are nodes of the diagrammatic reasoning (DR) algorithms. These algorithms are capable of selecting the proper FSM and PlantUML diagrams from a database of such diagrams. An implementation of the combination of FSM, FSMC and RNN is described in this paper plainly illustrating the advantages of the FSM approach to AI. The PlantUML diagrams used to generate the figures in this article can be found at the following URL 1.1https://github.com/mirceat/FSM2ML-diagrams
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