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Irvandi Gorby Pasangka
Universitas Nusa Cendana
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Mathematical Model of COVID-19 with the Influence of Vaccination Purnami, Ndaru Atmi; Prawadika, Luqman Nuradi; Pasangka, Irvandi Gorby; Findasari, Findasari; Kusumawati, Eka; Pratama, Ilham Yoga; Suharis, Ridho; Maturbongs, Nadhira Hasna
Euler : Jurnal Ilmiah Matematika, Sains dan Teknologi Volume 13 Issue 3 December 2025
Publisher : Universitas Negeri Gorontalo

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.37905/euler.v13i3.34182

Abstract

The COVID-19 pandemic, which first emerged at the end of 2019, has had a significant impact on people's lives around the world. In Indonesia, the outbreak began to develop in February 2020. Although the pandemic has now passed and people have started to resume their normal activities, some individuals are still being infected with COVID-19, even though the number of cases is now under control. One of the key factors in controlling COVID-19 is vaccination. The extent to which vaccination affects COVID-19 transmission will be discussed in this study. Furthermore, a numerical simulation will be conducted on this mathematical model to observe the impact of vaccination on COVID-19. The mathematical model of COVID-19 with vaccination influence will describe the interaction between six population classes, namely: the class of susceptible individuals who can be infected (Susceptible – S), the class of exposed individuals (Exposed – E), the class of vaccinated individuals who have never been infected (Vaccinated – V), the class of infected individuals (Infected – I), the class of individuals who have recovered (Recovered – R), and the class of infected individuals who have died (Death – D). It is important to note that COVID-19 is a disease caused by infection with the coronavirus. A person who has not yet been infected with the virus has the potential to be exposed. One way to prevent exposure is through vaccination. In Indonesia, vaccination has been made mandatory three times: the first dose, the second dose, and the booster. However, because the coronavirus has an incubation period, there is no guarantee that a vaccinated person has not already been exposed to the virus. Exposed individuals will become infected with COVID-19 once the incubation period ends. Infected individuals may show symptoms or be asymptomatic. An infected individual has two possible outcomes: recovery or death. The modeling is based on the SEVIRD model, with its parameters estimated using data. This study produces a mathematical model of COVID-19 with vaccination influence, showing that vaccination plays a role in controlling the spread of COVID-19.
Pelatihan Penggunaan Maple dan SPSS untuk Guru SMP Kencana Sakti Haumeni So’e Irvandi Gorby Pasangka; Robertus Dole Guntur; Albert Mario Kumanireng; Mira Wadu; Elisabeth Brielin Sinu; Brian Juned Septory; Arista Marlince Tamonob; Efraim Kurniawan Dairo Kette; Farly Oktriany Haning
Jurnal Pengabdian Kepada Masyarakat Undana Vol 20 No 1 (2026): JUNI 2026
Publisher : Lembaga Penelitian dan Pengabdian Kepada Masyarakat Universitas Nusa Cendana

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.35508/jpkmlppm.v20i1.27536

Abstract

Kegiatan pengabdian pada masyarakat ini bertujuan untuk dapat meningkatkan kualitas dan ketrampilan guru dengan memanfaatkan teknologi yang semakin berkembang khususnya dalam menggunakan program Maple dan SPSS sebagai alat bantu dalam melakukan suatu penelitian. Dengan bantuan program Maple dan SPSS, pengolahan data penelitian dapat dilakukan dengan mudah dan cepat. Materi yang disampaikan yaitu terkait dasar-dasar penggunaan program Maple dan SPSS beserta manfaatnya. Berdasarkan hasil evaluasi kegiatan ini, diketahui bahwa para guru sudah dapat menggunakan program Maple dan SPSS.
Development of Timor Local Lurik Peanut Through Breeding with Multigamma Irradiation Method to Obtain Superior Generations Bartholomeus Pasangka; Irvandi Gorby Pasangka; Refli Refli
Journal of Material Science and Radiation Vol. 1 No. 2 (2025)
Publisher : Balai Publikasi Indonesia

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.56566/jmsr.v1i2.385

Abstract

This research focuses on development of local Timor lurik peanut through breeding using multigamma irradiation method, careful selection, and purification to obtain superior generation. The advantage of method is that superior generations are obtained in a relatively short time. Development using modern technology needs to be carried out considering that the production of lurik peanuts at the farmer level has only reached 0.7 t ha-1 to 1.2 t ha-1. The objective of the research is to develop local Timor lurik peanut through breeding using multigamma irradiation method, careful selection, and purification to obtain superior generation seeds. The main research methods are observation, irradiation, careful selection, purification, analysis, and interpretation. Brief procedure of the research: observation for selection of local lurik peanut seeds and identifying the chemical and physical characteristics of parent as comparative materials, preparing the land, cultivating the land, irradiating the seeds, planting on the prepared land, weeding to be free of weeds and fertilizing, irrigating as needed, spraying insecticides as needed, observing and measuring during growth, harvesting, and sorting superior generation seeds. The results obtained: development of local Timor lurrik peanuts through breeding with multigamma irradiation and careful selection obtained superior selected generations that adapt to drought conditions, tolerant of pests and diseases, and high production. The production range of the superior generation resulting from multigamma irradiation was (4.56-4.75) t ha-1 with an average production of 4.63 t ha-1. The percentage increase in production of the superior selected generation was 41.04%, an average water content was 11.2%.
Co-Authors Albert Mario Kumanireng Arista Marlince Tamonob Ariyanto . Bartholomeus Pasangka Bartholomeus Pasangka Bartholomeus Pasangka Brian Juned Septory Dethan, Yovita Margerita Efraim Kurniawan Dairo Kette Eka Kusumawati, Eka Elisabeth Brielin Sinu Farly Oktriany Haning Findasari Ganesha L Putra Jusrry Rosalina Pahnael Keristina Br. Ginting L. Putra, Ganesha Marabi Djala, Yusuf Betzelial Maria Agustina Kleden Maturbongs, Nadhira Hasna Meksianis Zadrak Ndi Melania S Biri Mira Wadu Nony Lenama Pangaribuan, Rapmaida Megawaty Pasangka, Bartholomeus Pratama, Ilham Yoga Prawadika, Luqman Nuradi Purnami, Ndaru Atmi Putra, Ganesha L. Refli Refli Robertus Dole Guntur Suari Suari Sugi, Yoseph Suharis, Ridho Syamsul Arifin Tamonob, Arista M. Yanpitherszon Liunokas Yoseph Sugi Yovita Margerita Dethan Zoran S. Ilic