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Elite bases regression: A real-time algorithm for symbolic regression

机译:精英基础回归:一种用于符号回归的实时算法

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Symbolic regression is an important but challenging research topic in data mining. It can detect the underlying mathematical models. Genetic programming (GP) is one of the most popular methods for symbolic regression. However, its convergence speed might be too slow for large scale problems with a large number of variables. This drawback has become a bottleneck in practical applications. In this paper, a new non-evolutionary real-time algorithm for symbolic regression, Elite Bases Regression (EBR), is proposed. EBR generates a set of candidate basis functions coded with parse-matrix in specific mapping rules. Meanwhile, a certain number of elite bases are preserved and updated iteratively according to the correlation coefficients with respect to the target model. The regression model is then spanned by the elite bases. A comparative study between EBR and a recent proposed machine learning method for symbolic regression, Fast Function eXtraction (FFX), are conducted. Numerical results indicate that EBR can solve symbolic regression problems more effectively.
机译:符号回归是数据挖掘中一个重要但具有挑战性的研究主题。它可以检测基本的数学模型。遗传编程(GP)是用于符号回归的最受欢迎的方法之一。但是,对于具有大量变量的大规模问题,其收敛速度可能太慢。该缺点已成为实际应用中的瓶颈。本文提出了一种新的用于符号回归的非进化实时算法Elite Bases Regression(EBR)。 EBR生成一组候选基函数,这些基函数在特定的映射规则中用parse-matrix编码。同时,根据相对于目标模型的相关系数,保留并迭代更新一定数量的精英库。回归模型然后被精英群体所覆盖。对EBR和最近提出的用于符号回归的机器学习方法Fast Function eXtraction(FFX)进行了比较研究。数值结果表明,EBR可以更有效地解决符号回归问题。

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