Applications of model theory to functional transcendence Over the last decades there has been a surge in interest around functional transcendence results, in part due to their connection with special points conjectures in number theory. The approaches to proving those... Read More
Dr. Joel (Ronnie) Nagloo The Painlevé equations through the lens of algebra: 120 years later The Painlevé equations are second order ordinary differential equations that come in six families P1 - P6. They were discovered strictly for mathematical considerations, in... Read More
Join us for refreshments following the lecture and a chance to visit with the guest speaker!
If you are applying for one of our graduate or undergraduate scholarships, you are welcome to join us! Refreshments following ceremony in EMS E495 at 12:00PM
An Optimal Decay Estimation of the Solution to the Airy Equation Ms. Ashley Scherf University of Wisconsin-Milwaukee Graduate Student In this thesis we investigate the initial value problem to the Airy equation ∂tu + ∂3xu = 0, (1) u(0, x)... Read More
CNH Markov Chain Based Forecasting Model Mr. Randolph Cole University of Wisconsin-Milwaukee Graduate Student The purpose of this thesis is to develop a Markov Chain-based forecasting model that can accurately predict the future demand quantities of service parts for CNH... Read More
The earth mover's distance through the lens of algebraic combinatorics Mr. Brian Hospital University of Wisconsin-Milwaukee Dissertator Under consideration are convergence results between optimality criteria for two canonical stochastic control problems: the long-term average problem and the α-discounted problem, where... Read More