An Efficient Genetic Programming System with Geometric Semantic Operators and its Application to Human Oral Bioavailability Prediction
Mauro Castelli, Luca Manzoni, Leonardo Vanneschi

TL;DR
This paper introduces an efficient genetic programming system utilizing geometric semantic operators that avoid exponential growth, demonstrating superior performance in predicting human oral bioavailability of drugs compared to traditional methods.
Contribution
The paper presents a novel, computationally efficient implementation of geometric semantic operators in genetic programming, enabling practical application to complex real-world problems.
Findings
Achieved high accuracy in bioavailability prediction
Outperformed standard genetic programming and other machine learning methods
Demonstrated strong generalization ability on real-world data
Abstract
Very recently new genetic operators, called geometric semantic operators, have been defined for genetic programming. Contrarily to standard genetic operators, which are uniquely based on the syntax of the individuals, these new operators are based on their semantics, meaning with it the set of input-output pairs on training data. Furthermore, these operators present the interesting property of inducing a unimodal fitness landscape for every problem that consists in finding a match between given input and output data (for instance regression and classification). Nevertheless, the current definition of these operators has a serious limitation: they impose an exponential growth in the size of the individuals in the population, so their use is impossible in practice. This paper is intended to overcome this limitation, presenting a new genetic programming system that implements geometric…
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Taxonomy
TopicsEvolutionary Algorithms and Applications · Computational Drug Discovery Methods · VLSI and Analog Circuit Testing
