Regresi Logistik Backward Elimination pada Risiko Penyebaran Covid-19 di Jawa Timur

Wara Pramesti(1*), Windi Utami(2), Fenny Fitriani(3),

(1) Universitas PGRI Adi Buana Surabaya
(2) Universitas PGRI Adi Buana Surabaya
(3) Universitas PGRI Adi Buana Surabaya
(*) Corresponding Author




DOI: https://doi.org/10.35580/variansiunm26132

Abstract


AbstractCorona Virus Disease 2019 or commonly called Covid-19 is a type of virus that can infect the human lungs and can cause fatal diseases such as Middle East Respiratory Syndrome (MERS) and Severe Acute Respiratory Syndrome (SARS). East Java Province is one of the provinces in Indonesia that has been exposed to Covid-19 with a high ranking, which is at number 3 in Indonesia (Kompas.com, September 2020), so based on this, of course there are factors that affect the level of risk of spreading the virus. , so we need a model that can be used to determine the factors that are thought to have an effect. The risk of spreading the virus is high, medium and low. The Ordinal Logistics Regression method is one method that can be used to model the factors that are thought to affect the level of risk of the spread of the corona virus in East Java, because ordinal logistic regression has an ordinal-scale response variable according to the level of spread that occurs. The results of the model fit test analysis showed that the logit model was feasible to use. Simultaneous testing of parameter estimates with a value of G2 = 25.64 means that the logit model is simultaneously significant to the response variable. The selection of the backward elimination model shows that the number of Covid-19 deaths and the average household member have a significant effect on the risk of spreading Covid-19 in East Java. The odds ratio for the number of Covid-19 deaths is 1.044. This shows that for every unit increase in the number of Covid-19 deaths, an area with a low or moderate risk status of 1.044 times will become a medium and high risk. The odds ratio value for the average number of households is 0.079, indicating that for every one-unit increase in the average number of households, an area with a low or moderate risk status of 0.079 times will be at medium and high risk. Keywords : Covid-19, Ordinal Regresion Logistic Analysis, Backward Elimination, Odds Ratio

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References

Agresti, A. (2002). Categorical Data Analysis (Second ed.). New York: John Wiley & Sons.

Anggarini, R. dan Purhadi. 2012. “Pemodelan Faktor-faktor yang Berpengaruh Terhadap Prevalensi Balita Kurang Gizi di Provinsi Jawa Timur dengan Pendekatan Geographically Weighted Logistic Regression (GWLR)”, Jurnal Sains dan Seni POMITS, Vol. 1, 1, 159-164. (Disitasi Mahasiswa UNIPA Surabaya)

Albana, M.(2013).Aplikasi Regresi Logistik Ordinal untuk Menganalisa Tingkat Kepuasan Pengguna Jasa Terhadap Pelayanan di Stasiun Jakarta Kota, Universitas Pakuan, Bogor.

Atika, O. 2021. “Analisis Regresi Logistik Bayessian Untuk Memodelkan Tingkat Kepatuhan Masyarakat Sumatera Barat Dalam Penerapan PSBB Covid-19”. (Tugas Akhir Sarjana Matematika Universitas Andalas, 2021). Diakses dari http://scholar.unand.ac.id/76696/ pada tanggal 5 Juli 2021

Badan Pusat Statistik. 2020. Provinsi Jawa Timur Dalam Angka 2020. Surabaya. BPS Provinsi Jawa Timur.

Badan Pusat Statistik Jawa Timur. 2020. Kemiskinan dan Ketimpangan. URL : https://www.bps.go.id/subject/23/kemiskinan-dan-ketimpangan.html. (Diakses tanggal 5 Maret 2021)

Badan Pusat Statistik. 2021. Kategoisasi Laju Pertumbuhan Penduduk. URL : https://sirusa.bps.go.id/sirusa/index.php/indikator/86 (Diakses tanggal 6 Agustus 2021)

Bagoes Mantra, Ida.2003.Demografi Umum.Yogyakarta.Pustaka Pelajar

Dosen Pendidikan. 2021. Pengertian Kemiskinan Menurut Para Ahli. URL : https://www.dosenpendidikan.co.id/pengertian-kemiskinan-menurut-para-ahli. (Diakses tanggal 5 Maret 2021)

Gujarati, D. N. 2004. Dasar – dasar Ekonometrika, Edisi Keempat. Manginsong, R. C. penerjemah. Singapura.

Harlan, Johan. 2018. Analisis Regresi Logistik. Depok : Gunadarma

Hosmer dan Lemeshow. 2000. Applied Logistic Regression. USA: John Wiley and Sons, New York.

Iskandar, Adi Yusuf. 2014. Analisis Pertumbuhan Pada Setiap Fungsi Pusat Pelayanan Di Kabupaten Boyolali .URL : http://eprints.ums.ac.id/32321/2/BAB%20I.pdf%20%20 . (Diakses tanggal 7 Maret 2021)

Johnson, R.A. and Wichern. D.W. 2007. Applied Multivariate Statistical Analysis. Sixth Edition. New Jersey: Prentice Hall International. Inc.

Kompas.com. 2021. 10 Provinsi dengan Penambahan Kasus Covid-19 Terbanyak 4 Bulan Terakhir. URL : https://www.kompas.com/tren/read/2021/01/08/160500465/10-provinsi-dengan-penambahan-kasus-covid-19-terbanyak-4-bulan-terakhir?page=all . (Diakses tanggal 7 Maret 2021)

Maharani, I.M. 2020. “Aplikasi Model Loglinier dan Regresi Logistik pada Studi Kasus : Jumlah Kasus Covid-19 pada Tahun 2020”. (Disertasi Sarjana Statistika UII, 2020). Diakses dari https://dspace.uii.ac.id/handle/123456789/28742 pada tanggal 5 Juli 2021

Nasional Kontan. 2020. Pembagian Zona Wilayah Penyebaran Corona Berdasarkan Risiko. URL : https://nasional.kontan.co.id/news/inilah-pembagian-zona-wilayah-penyebaran-corona-berdasarkan-risiko?page=all.(Diakses tanggal 25 Juli 2021)

Qudratuallah, M.F. (2012). Analisis Regresi Terapan. Penerbit ANDI Yogyakarta.

Syilfi. 2015. Pemodelan Rata-RataUmur Kawin Pertama (Ukp) WanitaDi Propinsi Jawa Timur Tahun 2012Dengan Pendekatan Model GeographicallyWeighted Ordinal Logistic Regression (GWOLR). Tesis. Program Magister Statistika Institut Teknologi Sepuluh Nopember. Surabaya.

Universitas Brawijaya. 2020. Data Covid-19 Jatim Brawijaya. URL : https://brawijaya-jatim-covid19-ub-gis.hub.arcgis.com/datasets/5 (Diakses tanggal 2 Maret 2021)

Warta Ekonomi. 2020. Apa Itu Pandemi. URL : https://www.wartaekonomi.co.id/read276620/apa-itu-pandemi. (Diakses tanggal 7 Maret 2021)

Zakariyah dan Zain, I. 2015. “Analisis Regresi Logistik Ordinal pada Prestasi Belajar Lulusan Mahasiswa di ITS Berbasis SKEM”, Jurnal Sains dan Seni POMITS, Vol. 4, 1, 121-126. (Disitasi Mahasiswa UNIPA Surabaya)

Zuhdin dan Saputro. 2017. “R Programming for Parameters Estimation Of Geographically Weighted Ordinal Logistic Regression (GWOLR) model based on Newton Raphson”, AIP Conference Proceedings 1827, 020029 (2017); https://doi.org/10.1063/1.4979445. (Disitasi Mahasiswa UNIPA Surabaya)


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