Dew Point modelling using GEP based multi objective optimization

TL;DR

This paper applies multi-objective gene expression programming with SPEA 2 to model dew point, producing accurate and simpler models that outperform traditional GEP in predictive accuracy and model complexity.

Contribution

It introduces a multi-objective GEP approach with SPEA 2 for dew point modeling, balancing accuracy and model simplicity, which is a novel application in this context.

Findings

SPEA 2 outperforms NSGA II in optimization tasks.

Multi-objective GEP yields more accurate and simpler dew point models.

The proposed method effectively predicts future dew point values.

Abstract

Different techniques are used to model the relationship between temperatures, dew point and relative humidity. Gene expression programming is capable of modelling complex realities with great accuracy, allowing at the same time, the extraction of knowledge from the evolved models compared to other learning algorithms. We aim to use Gene Expression Programming for modelling of dew point. Generally, accuracy of the model is the only objective used by selection mechanism of GEP. This will evolve large size models with low training error. To avoid this situation, use of multiple objectives, like accuracy and size of the model are preferred by Genetic Programming practitioners. Solution to a multi-objective problem is a set of solutions which satisfies the objectives given by decision maker. Multi objective based GEP will be used to evolve simple models. Various algorithms widely used for multi objective optimization, like NSGA II and SPEA 2, are tested on different test problems. The results obtained thereafter gives idea that SPEA 2 is better than NSGA II based on the features like execution time, number of solutions obtained and convergence rate. We selected SPEA 2 for dew point prediction. The multi-objective base GEP produces accurate and simpler (smaller) solutions compared to solutions produced by plain GEP for dew point predictions. Thus multi objective base GEP produces better solutions by considering the dual objectives of fitness and size of the solution. These simple models can be used to predict future values of dew point.