2009
DOI: 10.1016/j.atmosenv.2009.01.055
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Simulation of the daily average PM10 concentrations at Ta-Liao with Box–Jenkins time series models and multivariate analysis

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Cited by 45 publications
(24 citation statements)
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“…Note that these methods are considered subjective (McGregor and Bamzelis 1995). We applied the latter procedure, as perhaps the most common method, for calculating the number of components to be retained (Sindosi et al 2003;Liu 2009). Factor analysis was applied to our initial data sets consisting of nine correlated variables (eight explanatory variables including four meteorological variables characterising the weather of actual days and the same four meteorological variables characterising the weather of antecedent days, as well as one resultant variable including actual daily pollen concentrations of the given taxa) in order to transform the original variables into fewer uncorrelated variables.…”
Section: Factor Analysis With Special Transformationmentioning
confidence: 99%
“…Note that these methods are considered subjective (McGregor and Bamzelis 1995). We applied the latter procedure, as perhaps the most common method, for calculating the number of components to be retained (Sindosi et al 2003;Liu 2009). Factor analysis was applied to our initial data sets consisting of nine correlated variables (eight explanatory variables including four meteorological variables characterising the weather of actual days and the same four meteorological variables characterising the weather of antecedent days, as well as one resultant variable including actual daily pollen concentrations of the given taxa) in order to transform the original variables into fewer uncorrelated variables.…”
Section: Factor Analysis With Special Transformationmentioning
confidence: 99%
“…The optimum number of retained factors can be determined by different statistical criteria [40]. The most common and widely accepted one is to specify a least percentage (80%) of the total variance in the original variables that has to be achieved [41]. After performing the factor analysis, a special transformation of the retained factors was made to discover to what degree the above-mentioned explanatory variables affect the resultant variable, and to give a rank of their influence [42].…”
Section: Factor Analysis and Special Transformationmentioning
confidence: 99%
“…Metode ini juga telah banyak diterapkan untuk peramalan dalam berbagai bidang. (Hikichi, Salgado, & & Beijo, 2017) misalnya, menerapkan ARIMA untuk memprediksi banyaknya sertifikasi ISO 14001 di Amerika utara, (Goyal, Chan, & Jaiswal, 2006) dan (Liu, 2009) menggunakannya untuk memprediksi polusi di lingkungan perkotaan, (Ediger & Akar, 2007) memanfaatkannya untuk memprediksi kebutuhan energi berdasarkan jenisnya, sedangkan (Mohamed & Bodger, 2005) Pada umumnya, nilai yang akan datang berkorelasi dengan beberapa nilai terbaru. Dengan demikian, untuk meramalkan y t (h) seringkali tidak semua nilai yang ada di y perlu untuk digunakan.…”
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