Short time series prediction: Bayesian enhanced modified approach with application to cumulative rainfall series

RODRIGUEZ RIVEROS, CRISTIAN M.; PATIÑO, H. DANIEL; SAUCHELLI, V.; J.A. PUCHETA

International Journal of Innovative Computing and Applications

Inderscience Publishers

Lugar: Olney, Bucks; Año: 2016 vol. 7 p. 153 - 162

1751-6498

This article contributes with short time series prediction with complete and incomplete datasets based on a new framework by means of Bayesian enhanced modified approach (BEMA) combining permutation entropy. The focus of the proposed filter with particularly interest in  incomplete datasets or missing data is by changing the structure of the predictor filter according to data model selected, in which the Bayesian approach can be combined with entropic information of the series. The simplest method adopted to imputing the missing data on the dataset is by linear average smoothing, then computational results are evaluated on high roughness time series selected from benchmark series, in which they are compared with artificial neural networks (ANN) nonlinear filters such as Bayesian enhanced approach (BEA) and Bayesian approach (BA) proposed in recent work, in order to show a better performance of BEMA filter. These results support the applicability of permutation entropy in analysing the dynamic behaviour of chaotic time series for short series predictions.