Johnathan Raymond Ayers
Download Full Text (231 KB)
This study will consider a model of SARS for a closed population. The mathematical model will be solved using numerical techniques and the solutions will be compared. It is assumed in this study that the incubation period is very short and individuals who recover from the disease become permanently immune.
Primary Advisor's Department
Stander Symposium poster
Arts and Humanities | Business | Education | Engineering | Life Sciences | Medicine and Health Sciences | Physical Sciences and Mathematics | Social and Behavioral Sciences
"Research exercise: Numerical Exploration of the Spread of Infectious Disease" (2015). Stander Symposium Posters. 549.
Arts and Humanities Commons, Business Commons, Education Commons, Engineering Commons, Life Sciences Commons, Medicine and Health Sciences Commons, Physical Sciences and Mathematics Commons, Social and Behavioral Sciences Commons