Pemodelan Regresi Logistik Ordinal dengan Dispersi Efek Lokasi

Authors

  • Ainun Utari Budistiharah Universitas Hasanuddin
  • Anna Islamiyati
  • Sri Astuti Thamrin

Keywords:

deviance, location effect dispersion, ordinal logistic regression, nutritional status of children under five

Abstract

Logistic regression ordinal is a regression model that can explain the relationship between predictor variables in the form of categorical data or continuous data with response variable is more than two categories with a scale of measurement that is level or sequence. In ordinal logistic regression, the frequency of occurrence in each response category is often very different, so it will affect the model's accuracy. Therefore, this study will model ordinal logistic regression with a dispersion of location effects, then applied to the nutritional status data of toddler in 2019 at the Pekkae Puskesmas, Barru Regency. The results obtained show that the ordinal logistic regression model with the dispersion of location effects is better than the usual ordinal logistic regression model for predicting the nutritional status data for toddlers in 2019 at Pekkae Puskesmas, Barru Regency based on deviance values. The factors that influence the nutritional status of toddler based on TB/U are gender, age, and height.

References

Agresti, A. An Introduction to Categorical Data Analysis. Florida: John Wiley Sons, Inc. 2007.

Hosmer, D. W., & Lemeshow, S. Apllied Logistic Regression (3rd ed.). New York: John Wiley & Sons, Inc. 2013.

Hox, J. J. Multilevel Analysis: Techniques and Applications. London: Lawrence Erlbaum Associates Publishers. 2002.

Husna, L. N. Pemodelan Lokasi-Skala untuk Data Ordinal Bertingkat. Skripsi. Universitas Gadjah Mada, Yogyakarta, Indonesia. 2014.

Kementerian Kesehatan, R. Standar Antropometri Penilaian Status Gizi Anak. Jakarta: Kementerian RI. 2011.

McCullagh, P. Regression Model For Ordinal Data. Royal Statistical Society, 42 (2):109-142, 1980.

Tutz, G., & Berger, M. Separating Location and Dispersion in Ordinal Regresion Models. Econometrics and Statistics , 2:131-148, 2017.

Wells, A. Statistics an Introduction Using R. New York: ED-Tech pres. 2019.

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Published

2023-08-04