ในการศึกษางานวิจัยการของ Chowell[20

ในการศึกษางานวิจัยการของ Chowell[2007] ได้สร้างแบบจำลองทางคณิตศาสตร์เพื่อศึกษาการแพร่ระบาดของไวรัสอีโบลา ซึ่งได้แบ่งกลุ่มประชากรออกเป็น 4 กลุ่ม คือ SEIR (Susceptible-Exposed-Infected-Recovered), ซึ่งกำหนดเพื่อหาผลลัพธ์ของ basic eproductive number from effects of public health measures the cases of Congo and Uganda.
ในปี 2006, Legrand[], ได้พัฒนาตัวแบบทางคณิตศาสตร์ต่อจาก Chowell ซึ่งแบ่งคนติดเชื้อโรคไวรัสอีโบลาออกเป็นสองกลุ่มย่อย คือกลุ่มคนติดเชื้อที่อยู่ร่วมในสังคมและกลุ่มคนติดเชื้อที่ได้รับการรักษาในโรงพยาบาล และแบ่งประชากรเพิ่มอีกสองกลุ่มคือ กลุ่มผู้เสียชีวิตจากโรคไวรัสอีโบลาและกลุ่มที่หายจากโรคไวรัสอีโบลา SEIFR (Susceptible-Exposed-Infected-Dead-Recovered) โดยใช้ข้อมูลพาราทิเตอร์เหมือนกับ Chowell เพื่อศึกษาผลลัพธ์ของ basic eproductive number เช่นเดียวกัน
ในปี 2015, Cameron [], ได้พัฒนาตัวแบบทางคณิตศาสตร์ต่อจาก Chowell ซึ่งได้แบ่งคนติดเชื้อโรคไวรัสอีโบลาออกเป็นสามกลุ่มย่อย คือ infectious individuals which will be hospitalized (Ih), infectious individuals which will not be hospitalized (Iu) และกลุ่มผู้ติดเชื้อในโรงเพยาบาล

ผลลัพธ์ (อังกฤษ) 1:

In the research of education [2007] Chowell has created a mathematical model to study the spread of the Ebola virus, which has split the population into 4 groups (Susceptible-Exposed-Infected-Recovered), which is the SEIR determines to find out the results of a number of basic public health effects from eproductive measures the cases of Uganda and Congo. In 2006, Legrand [], develops a mathematical model that breaks from the infectious disease people Chowell Ebola virus is digested is a group of people live together in a society that is infected and infected a group of people who were treated in hospital and two more groups of the population died from the Ebola virus disease and group disappeared from the Ebola virus disease SEIFR (Susceptible-Exposed-Infected-Dead-Recovered) by using the information in entities similar to the router in order to study the basic results of eproductive Chowell number as well. In the year 2015, Cameron [], have developed the mathematical model which has split from the infected person Chowell disease Ebola virus into three sub groups which will be hospitalized individuals are infectious (Ih), which will not be infectious individuals hospitalized (Iu) and the Group of infections drug Government page.

ผลลัพธ์ (อังกฤษ) 2:

In a study of the research. Chowell [2007] has created a mathematical model to study the spread of the Ebola virus. Which has divided the population into four groups SEIR (Susceptible-Exposed-Infected-Recovered), which set out to find the results of basic eproductive number from effects of public health measures the cases of Congo and Uganda.
In 2006, Legrand []. , has developed a mathematical model of the Chowell which divides people infected with Ebola virus into two groups. Is a group of people infected live in social groups and people infected have been hospitalized. And the share of the population, adding two groups. The death toll from the Ebola virus disease and the group disappeared from the Ebola virus disease SEIFR (Susceptible-Exposed-Infected-Dead-Recovered) using Para Ti's like Chowell to study the results of basic eproductive number as
in. year 2015, Cameron [], have developed a mathematical model from Chowell which has divided people infected with Ebola virus into three groups, namely infectious individuals which will be hospitalized (Ih), infectious individuals which will not be hospitalized (. Iu) and infections in the open ambulance.

ผลลัพธ์ (อังกฤษ) 3:

The research of Chowell [2007] created a mathematical model to study the spread of the virus, Ebola. The population into groups 4 groups SEIR (Susceptible-Exposed-Infected-Recovered),. To find out the results of the basic eproductive number from effects of public health measures the cases of Congo and Uganda.In 2006 Legrand, [], have developed mathematical models on the people from Chowell pathogens Ebola ออกเป็นสอง subgroups. Is a group of people infected with the society and people infected received treatment in a hospital. The population increase and divided two groups. The death toll from the disease virus, Ebola and group cure Ebola virus SEIFR (Susceptible-Exposed-Infected-Dead-Recovered). Using data para Ti) as Chowell to study the results of basic eproductive number as well.In 2015 Cameron, [], have developed mathematical models of Chowell which divided into three subgroups, a disease virus Ebola. Is infectious individuals which will be hospitalized (Ih), infectious individuals which will not be hospitalized (Iu) and the infection in the hospital.