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 …
On the Combinatorics of Restricted Skew Dyck Paths Menalu Mekcha Graduate Student University of Wisconsin-Milwaukee This thesis studies the enumerative combinatorics of skew and restricted Dyck path families. Beginning with classical Dyck paths, non-decreasing Dyck paths, and domino tilings, we …
Presented by Prof. Jeb Willenbring and Dr. Rebecca Bourn, required for all new Graduate Students.
Presented by Dr. Rebecca Bourn, required for all new graduate assistants.