In the present study the impact of attitudes, subjective norm, perceived behavioral control and self-efficacy on the intention to regularly practice physical activity has been analyzed. 1095 (65-90 years) old subjects enrolled in the programs of the "Unione Italiana Sport per Tutti" have been considered. Before analyzing the data, variables with a strong violation from normality have been dichotomized and data have been analyzed through the software MPLUS (Muthen & Muthen, 1998). This software allows to consider a general structural equation model with dichotomous, ordered categorical and a combination of continuous and categorical latent variables indicators. Results indicate that the model considered, closely fits the data (21,N= 1085) = 22.23, p =.39; CFI = 1; NNFI = 1; RMSEA = .01]. To compare different approaches to non-normalized data, fit indexes of the model were also assessed with three different methods for parameters esteem: the weighted least squares (WLS) and maximum likelihood (ML) methods, and the "robust" maximum likelihood method (MLMV).
In the present study the impact of attitudes, subjective norm, perceived behavioral control and self-efficacy on the intention to regularly practice physical activity has been analyzed. 1095 (65-90 years) old subjects enrolled in the programs of the "Unione Italiana Sport per Tutti" have been considered. Before analyzing the data, variables with a strong violation from normality have been dichotomized and data have been analyzed through the software MPLUS (Muthen & Muthen, 1998). This software allows to consider a general structural equation model with dichotomous, ordered categorical and a combination of continuous and categorical latent variables indicators. Results indicate that the model considered, closely fits the data (21,N= 1085) = 22.23, p =.39; CFI = 1; NNFI = 1; RMSEA = .01]. To compare different approaches to non-normalized data, fit indexes of the model were also assessed with three different methods for parameters esteem: the weighted least squares (WLS) and maximum likelihood (ML) methods, and the "robust" maximum likelihood method (MLMV).
Modelli di equazioni strutturali con variabili dicotomiche e non normali: un'applicazione per l'analisi della attività fisica regolare negli anziani / Structural equation modelling with dichotomous and non-normal variables: An application regarding regular practice of physical activity in older adults / Barbaranelli, Claudio; Lucidi, Fabio; Violani, Cristiano; Grano, Caterina. - In: TPM. TESTING PSICOMETRIA METODOLOGIA. - ISSN 1720-0121. - STAMPA. - 11:1(2004), pp. 5-21.
Modelli di equazioni strutturali con variabili dicotomiche e non normali: un'applicazione per l'analisi della attività fisica regolare negli anziani / Structural equation modelling with dichotomous and non-normal variables: An application regarding regular practice of physical activity in older adults
BARBARANELLI, Claudio;LUCIDI, Fabio;VIOLANI, Cristiano;GRANO, Caterina
2004
Abstract
In the present study the impact of attitudes, subjective norm, perceived behavioral control and self-efficacy on the intention to regularly practice physical activity has been analyzed. 1095 (65-90 years) old subjects enrolled in the programs of the "Unione Italiana Sport per Tutti" have been considered. Before analyzing the data, variables with a strong violation from normality have been dichotomized and data have been analyzed through the software MPLUS (Muthen & Muthen, 1998). This software allows to consider a general structural equation model with dichotomous, ordered categorical and a combination of continuous and categorical latent variables indicators. Results indicate that the model considered, closely fits the data (21,N= 1085) = 22.23, p =.39; CFI = 1; NNFI = 1; RMSEA = .01]. To compare different approaches to non-normalized data, fit indexes of the model were also assessed with three different methods for parameters esteem: the weighted least squares (WLS) and maximum likelihood (ML) methods, and the "robust" maximum likelihood method (MLMV).I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.