Klaim Artikel Anda
Verifikasi kepemilikan artikel akademik
Apakah artikel-artikel ini milik Anda?
Daftarkan diri Anda sebagai author untuk mengklaim artikel dan dapatkan profil akademik terverifikasi dengan fitur lengkap.
Badge Verifikasi
Profil terverifikasi resmi
Statistik Lengkap
H-index, sitasi, dan metrik
Visibilitas Tinggi
Tampil di direktori author
Kelola Publikasi
Dashboard artikel terpadu
Langkah-langkah Klaim Artikel:
- 1. Daftar akun author dengan email akademik Anda
- 2. Verifikasi email dan lengkapi profil
- 3. Login dan buka menu "Klaim Artikel"
- 4. Cari dan klaim artikel Anda
- 5. Tunggu verifikasi dari admin (1-3 hari kerja)
Menampilkan 1–2 dari 2 artikel
Numerical Simulation of Cholera Epidemic Model with Quarantine
Trisilowati, Trisilowati
; UIN Walisongo Semarang
; Andari, Ari
; Brawijaya University
; Rois, Muhammad Abdurrahman
; Brawijaya University
; Muzaqi, Mohamad Hasyim
; Brawijaya University
Telematika
Vol 14
, No 1
(2021)
Cholera is an acute diarrheal disease that spread quickly in an unsanitary environment, and one of its control measures is employing quarantine. Therefore, this research aims to construct a model for the spread of SIRQB-type (susceptibles, infective, recovered, quarantine, bacteria) infectious diseases through a nonlinear differential equation approach. Furthermore, the equilibrium points condition and their stability were investigated using the standard dynamical analysis method. The results sh...
Sumber Asli
Google Scholar
DOI
Local Sensitivity Analysis of COVID-19 Epidemic with Quarantine and Isolation using Normalized Index
Rois, Muhammad Abdurrahman
; Brawijaya University
; Trisilowati, Trisilowati
; Brawijaya University
; Habibah, Ummu
; Brawijaya University
Telematika
Vol 14
, No 1
(2021)
This study discusses the sensitivity analysis of parameters, namely the COVID-19 model, by dividing the population into seven subpopulations: susceptible, exposed, symptomatic infection, asymptomatic infection, quarantine, isolation, and recovered. The solution to the ordinary differential equation for the COVID-19 model using the fourth-order Runge-Kutta numerical method explains that COVID-19 is endemic, as evidenced by the basic reproduction number (R0) of 7.5. It means 1 individual can infec...
Sumber Asli
Google Scholar
DOI