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Chayu Yang (UF Mathematics)

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Basic reproduction numbers for a class of reaction-diffusion epidemic models We study the basic reproduction numbers for a class of reaction-diffusion epidemic models that are developed from autonomous ODE systems.

Churni Gupta (UF Mathematics)

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A Network Immuno-epidemiological Model of HIV and Opioid Epidemics Severe Substance Abuse Disorder (commonly known as Addiction), and HIV individually claim many lives all over the world every year. But

Shasha Gao (UF Mathematics)

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A dynamic model to assess human papillomavirus vaccination strategies in a heterosexual population combined with men who have sex with men Vaccination is effective in preventing human papillomavirus (HPV) infection.

Cristina Korb (UF Mathematics)

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Wolbachia establishment and invasion in Aedes Aegypti population to suppress Zika transmission Arboviral diseases such as dengue and Zika are diseases that pose a threat to health problems globally. Traditional