通过符号回归在模拟中培养科学方法

Q3 Social Sciences Physics Education Pub Date : 2024-05-01 DOI:10.1088/1361-6552/ad3cad
Fabio Llorella, José Antonio Cebrián, Alberto Corbi, Antonio María Pérez
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引用次数: 0

摘要

事实证明,二维计算机和平板电脑物理模拟能有效地帮助学生理解物理的基本原理和相关的自然过程。然而,目前使用这些模拟的方法往往遵循一种重复的认知和程序途径,而与所探索的具体物理概念或所使用的软件环境无关。这种方法涉及操作模拟界面,并通过与控件、小工具或其他上下文元素的交互来收集数据。然后,学生尝试确定这些实验测量结果如何与教师之前可能解释过的既定规律、相互作用或机制相一致。我们认为,这种方法虽然适合教育,但掩盖了科学过程,主要是与假设-演绎模式有关的过程。为了解决这个问题,我们开发了一个简单且适应性强的计算机环境,利用遗传算法(GA)和符号回归,从学生使用流行的物理教育技术(PhET)模拟环境收集的数据中推导出许多基本的自然规律。我们的建议使学习者能够观察到,随着新数据点被添加到模拟环境中,数学符号的顺序和关系是如何被不断完善的。这种迭代提炼技术还可以通过维度分析的相互作用得到增强。与其他更复杂的人工智能模式相比,GA 属于灰盒机器学习模型的范畴。这类进化算法通过在每个阶段以可理解的方式演化数学模型来实现所追求的结果,这模仿了科学突破的实现方式(经过几代研究人员的努力,并以先前的知识为基础)。通过实施这种创新方法,我们可以为学生提供更真实的经验,促进他们更深入地理解科学原理和科学发现。对学生进行的实地测试也证明了这一说法。
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Fostering scientific methods in simulations through symbolic regressions
Two-dimensional computer and tablet PC physics simulations have proved to be effective in helping students understand the fundamental principles of physics and related natural processes. However, the current approach to using these simulations tends to follow a repetitive cognitive and procedural pathway, regardless of the specific physical concepts being explored or software environment being used. This approach involves manipulating the simulation interface and collecting data through interaction with controls, widgets, or other contextual elements. Students then attempt to determine how these experimental measurements align with established laws, interactions, or mechanisms, as the teacher might have previously explained. We believe that this approach, while appropriate for education, obscures scientific processes, mainly related to the hypothetico-deductive model. To address this issue, we have developed a simple and adaptable computer environment that makes use of genetic algorithms (GAs) and symbolic regression to derive many of the basic laws of nature from the data collected by students using the popular physics education technology (PhET) simulations environment. Our proposal enables learners to observe how the order and relationships of mathematical tokens are routinely refined as new data points are added to the simulation setting. This iterative distillation technique can also be augmented with the interplay of dimensional analysis. In contrast with other more sophisticated artificial intelligence patterns, GA fit into the realm of grey box machine learning models. These type of evolutionary algorithms achieve the sought results by evolving mathematical models on each stage in an understandable way, which mimics the way scientific breakthroughs are accomplished (over the course of generations of researchers and based of prior knowledge). By implementing this innovative approach, we can provide students with a more authentic empirical experience that fosters a deeper understanding of the principles of science and scientific discovery. Field tests with students supporting this claim have also been carried out.
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来源期刊
Physics Education
Physics Education Social Sciences-Education
CiteScore
1.50
自引率
0.00%
发文量
195
期刊介绍: Physics Education seeks to serve the physics teaching community and we welcome contributions from teachers. We seek to support the teaching of physics to students aged 11 up to introductory undergraduate level. We aim to provide professional development and support for teachers of physics around the world by providing: a forum for practising teachers to make an active contribution to the physics teaching community; knowledge updates in physics, educational research and relevant wider curriculum developments; and strategies for teaching and classroom management that will engage and motivate students.
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