Judul: Mathematical Model of Dengue Hemorrhagic Fever with Aedes albopictus Mosquitos as Vector
Abstrak: Dengue Hemorrhagic Fever (DHF) is an acute febrile illness caused by a dengue virus. This virus has four serotypes, i.e. Dengue I - IV. The dengue virus is transmitted by various species of Aedes mosquitoes. Mathematical model can be used to study the spread of the disease. The mathematical model discussed in this paper is SEIR model. The main vector of the disease is mosquito of the Aedes albopictus type. In the SEIR model, an analysis is performed to assess the stability of the equilibrium point and numerical simulations. There are two equilibrium points obtained. The first equilibrium point is a disease-free equilibrium (DFE), which is stable, given the basic reproductive number ℜ < 1. The second equilibrium point is called an endemic point, which stability is guaranteed if the value ℜ > 1. The numerical simulations show that increasing mosquitoes mortality rate makes the number of exposed susceptible humans decrease. Furthermore, increase in the average bite of infected mosquito will increase the number of exposed susceptible humans. For the mosquito population, increasing mosquitoes mortality rate will decrease the number of exposed susceptible mosquitoes. Finally, increase in the average bite of infected mosquito will increase the number of exposed susceptible mosquitoes.
Keyword: 

Judul: Model Matematika Penyebaran Penyakit Demam Berdarah Dengue
Abstrak: Dengue disease was transmitted to human through infected mosquito Aedes Aegypti. It was found widely in the tropical regions of the world. Infection of dengue virus could be grouped into two mechanisms. The first mechanism was vertical transmission in mosquito body, where virus could be transmitted by female mosquito into her eggs. The second mechanism was transmission from mosquito into human body and conversely. In this study, mathematical models were used to study the behavior of the transmission of dengue disease. The mathematical model of the disease with assumption of healthy mosquito eggs was compared to the modified mathematical model of dengue disease assuming that some of mosquito eggs were infected by dengue virus. The seasonal influence, especially temperature, was considered in the analysis. The standard dynamical analysis was applied to both mathematical models. Numerical results showed that infected mosquito eggs influenced the spreading of dengue disease. There were bigger oscillation in the susceptible and infected human population, as well as in the infected mosquito, as a result of stronger seasonal influence during extrinsic incubation.
Keyword: Dengue disease, Mathematical model, Etrinsic incubation period, DBD, Sistem persamaan diferensial, Titik tetap, Pelinieran, Multi spesies, Kriteria Routh-Hurwitz, Solusi numerik sistem persamaan diferensial, Analisis kestabilan, Simulasi model

Judul: Analisis kinerja keuangan dan kemampuan pelayanan koperasi produsen tempe tahu indonesia (kopti) kabupaten garut
Abstrak: Kopti garut berdiri pada tanggal 10 Oktober 1980 dan memeperoleh pengakuan resmi dari Departemen Koperasi pada tanggal 6 Nopember 19980 seperti yang tertuang dalam risalah Badan Hukum Kantor Wilayah Departemen Koperasi Propinsi Jawa Barat Nomor 7186/BH/DK - 10/22. Usaha utama Kopti ini yaitu menyediakan bahan baku kedelai bagi para pengrajin tempe tahu sebagai anggotanya.
Keyword: