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Automatic evolutionary design of Quantum Rule-Based Systems and applications to Quantum Reinforcement Learning

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Identificadores
URI: https://hdl.handle.net/10481/92462
DOI: 10.1007/s11128-024-04391-0
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Author
Pegalajar Cuéllar, Manuel; Pegalajar Jiménez, María Del Carmen; Cano Gutiérrez, Carlos
Editorial
Springer Nature
Materia
Quantum Rule-Based System
 
Quantum Reinforcement Learning
 
Quantum Artificial Intelligence
 
Explainable Artificial Intelligence
 
Evolutionary algorithms
 
Date
2024-05-06
Referencia bibliográfica
Published version: Cuéllar, M.P., Pegalajar, M.C. & Cano, C. Automatic evolutionary design of quantum rule-based systems and applications to quantum reinforcement learning. Quantum Inf Process 23, 179 (2024). https://doi.org/10.1007/s11128-024-04391-0
Sponsorship
Universidad de Granada/CBUA; MCIN/AEI/10.13039/501100011033 TED2021-129360B-I00; European Union NextGeneration EU/PRTR
Abstract
Explainable Artificial Intelligence is a research topic whose relevance has increased in recent years, especially with the advent of large machine learning models. However, very few attempts have been proposed to improve interpretabil- ity in the case of Quantum Artificial Intelligence, and many existing Quantum Machine Learning models in the literature can be considered almost as black boxes. In this article, we argue that an appropriate semantic interpretation of a given quantum circuit that solves a problem can be of interest to the user not only to certify the correct behavior of the learned model, but also to obtain a deeper insight into the problem at hand and its solution. We focus on decision-making problems that can be formulated as classification tasks and propose a method for learning Quantum Rule-Based Systems to solve them using evolutionary optimization algorithms. The approach is tested to learn rules that solve control and decision-making tasks in reinforcement learning environments, to provide interpretable agent policies that help to understand the internal dynamics of an unknown environment. Our results conclude that the learned policies are not only highly explainable, but can also help detect non-relevant features of problems and produce a minimal set of rules.
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