• Ryan Nikin-Beers (UF Mathematics)

    368 Little Hall

    Unraveling within-host signatures of dengue infection at the population level Dengue virus causes worldwide concern with nearly 100 million infected cases reported annually. The within-host dynamics differ between primary and

  • Darby Smith (UF Mathematics)

    368 Little Hall

    Intracellular transport: Inferring properties of molecular motors through rigor motor experiments and Bayesian inference. Part 1. Bayes’s Theorem yields the conditional probability of an event A given event B based

  • Stanca Ciupe (Virginia Tech University, Mathematics)

    368 Little Hall

    Antibodies: friend or foe? A mathematical investigation Antibodies that bind viral surface proteins can limit the spread of an infection through neutralizing and non-neutralizing functions. During both acute and chronic

  • Darby Smith (UF Mathematics)

    368 Little Hall

    Intracellular transport: Inferring properties of molecular motors through rigor motor experiments and Bayesian inference. Part 2. Bayes’s Theorem yields the conditional probability of an event A given event B based

  • Darby Smith (UF Mathematics)

    368 Little Hall

    Intracelluar Transport: Understanding Force Dependent Stepping Within cells, small molecules such as glucose rely on diffusion to reach needed destinations.  Larger structures, like vesicles and organelles, need directed transport to

  • Subhorn Khonthapagdee (UF Mathematics)

    368 Little Hall

    Models of crowding effect on phytoplankton competition for nitrogen In the previous study, we consider a chemostat model of phytoplankton competing for nitrogen taking into account effects of both intra-