Artigo
A wavelet analysis to compare environmental time series
Carregando...
Notas
Data
Autores
Orientadores
Editores
Coorientadores
Membros de banca
Título da Revista
ISSN da Revista
Título de Volume
Editor
Pushpa Publishing House
Faculdade, Instituto ou Escola
Departamento
Programa de Pós-Graduação
Agência de fomento
Tipo de impacto
Áreas Temáticas da Extenção
Objetivos de Desenvolvimento Sustentável
Dados abertos
Resumo
Abstract
Cities such as São Paulo , Tokyo , New York and Mexico City are on the list of the most polluted in the world. PM10 is a major component of air pollution that threatens both our health and our environment. In this paper, we are interested in comparing time series using wavelet analysis. The comparison is made using three statistical procedures, namely, the scalogram, the test given by the ratio of cumulative wavelet periodograms and the analysis of variance. These methods are applied to compare the rates of hourly PM10 in four different districts of the city of São Paulo , Brazil . For the analysis we use the discrete wavelet transformation (DWT) considering the Haar and Daubechies wavelets. In the analysis of variance for the wavelet coefficients, we tested the local effect considering the months from June to October as replications. Scalograms were constructed for each series and we note that for the two wavelet bases used they presented different behavior leading to the conclusion that the series of energies are different. The effect of location was significant in the analysis of variance considering levels for both bases Haar and Daubechies DWT. We also consider a statistical test at each level j given by the ratio of the cumulative wavelet periodograms of the series. Again we could find that the series are generated by different processes.
Descrição
Área de concentração
Agência de desenvolvimento
Palavra chave
Marca
Objetivo
Procedência
Impacto da pesquisa
Resumen
Palavras-chave
ISBN
DOI
Citação
SÁFADI, T.; MORETTIN, P. A. A wavelet analysis to compare environmental time series. Advances and Applications in Statistics, [S.l.], v. 26, n. 2, p. 79-96, Feb. 2012.
