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  • Jason Flynn (UF Mathematics)

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    To reset, or not to reset, that is the question The first passage statistics of stochastic processes play an important role in understanding the behavior of some useful models in

  • Boya Yang (UF Mathematics)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    A unified mathematical model of thyroid hormone regulation and implication for personalized treatment of thyroid disorders Current clinician practice for thyroid hormone regulation of patients is based upon guesswork and

  • Tharusha Bandara (UF Mathematics)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    Mathematical Model on Effects of Body Protein Level on HIV Infected Humans HIV continues to be a major global public health issue, having claimed millions of lives in the last

  • Shasha Gao (UF Mathematics)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    A two-sex model of human papillomavirus infection: Vaccination strategies and a case study Vaccination is effective in preventing human papillomavirus (HPV) infection. It remains debatable whether males should be included in

  • Samit Bhattacharyya (Shiv Nadar University, India, Mathematics)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    Antibiotic Drug Resistance. Modelling Human Behavioural Interactions and its Socioeconomic Impact Antibiotic drug resistance is a global crisis today. The deleterious impact of this crisis is acting relatively in higher

  • Giulio De Leo (Stanford University, Biology and Woods Institute for the Environment)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    A novel integration of fine scale ecological data, high-resolution precision mapping, and epidemiological models to improve control of schistosomiasis dynamics Eliminating human parasitic disease often requires interrupting complex transmission pathways.

  • Suzanne Lenhart (University of Tennessee, Knoxville, Mathematics)

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    Optimal control for management of aquatic population models Optimal control techniques of ordinary and partial differential equations will be introduced to consider management strategies for aquatic populations. In the first

  • Nakul Chitnis (Swiss Tropical and Public Health Institute)

    Zoom To obtain the Zoom link, please contact Youngmin Park at park.y@ufl.edu or Kyle Adams at adams.k@ufl.edu.

    Mathematical modelling of the transmission dynamics of opisthrochiasis The trematode liver fluke (flat worm), Opisthorchis viverrini, is prevalent in southeast Asia, causing the chronic hepatobiliary disease, opisthorchiasis. Long term infection