Statistical Modeling of Control of Animal Motion in Three Dimensions This manuscript gets ahold of the control aspect of how Daphnia magna move through their surroundings in a control-type environment with still water and with no external stimuli. We present …
Graded multiplicities in the Kostant-Rallis setting Mr. Andrew Frohmader Graduate Student University of Wisconsin-Milwaukee This dissertation contains two main results. First, we provide combinatorial branching rules for GL(n, C) to O(n, C) and GL(2n, C) to Sp(2n, C) extending the …
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Proving a Softball Pitch Can Rise Under 60mph Through Mathematical Modeling Jerianne Bonaguidi Graduate Student University of Wisconsin-Milwaukee Many softball coaches claim that a pitcher cannot actually throw a rise ball under 60mph; they claim it is just a “high …
A Nonlocal Poisson–Boltzmann Model, Finite Element Solver, and Parallel Implementation for Ion Channels in Multispecies Ionic Solutions Mr. Liam Jemison Graduate Student University of Wisconsin-Milwaukee We introduce the first nonlocal Poisson–-Boltzmann Ion Channel (NPBIC) model and corresponding finite element solver …
Convergences groups and Gromov Hyperbolic Spaces Monica Cabria Graduate Student University of Wisconsin-Milwaukee This thesis investigates the relationship between convergence group actions and hyperbolic spaces. Since the 1990s, this relationship has been a significant theme in geometric group theory, revealing …
Presented by Prof. Jeb Willenbring and Dr. Rebecca Bourn, required for all new Graduate Students.
Presented by Dr. Rebecca Bourn, required for all new teaching assistants.
Each new Math graduate student will attend one individual session of 15 – 20 minutes. Advising times are listed in the Canvas orientation course, required for all new Math graduate students.