Existence and Uniqueness of Linear Equations Stemming from Optimal Control Problems Martin Vieten University of Wisconsin-Milwaukee PhD Graduate Student “Stockbridge et al. have developed a linear programming approach to stochastic control problems which originates from a formulation for the dynamics... Read More
An Introduction to Lie Groups and Lie Algebras Alex Heaton University of Wisconsin-Milwaukee PhD Graduate Student “Symmetry groups are complicated, but their tangent spaces are easier! We will go over the basis intuitive ideas, and some illustrative and exciting low-dimensional... Read More
Investigating Various Approaches to the 3x+1 Problem Daniel Gulbrandsen University of Wisconsin-Milwaukee PhD Graduate Student “The 3x+1 problem, also known as the Collatz Conjecture, is easy enough to write down. Begin with any positive integer. If the integer is even,... Read More
The Halting Problememememem... Sebastion Oberhoff University of Wisconsin-Milwaukee PhD Graduate Student "Imagine we have a procedure called P that for specified input permits you to see whether specified source code, with all of its faults, defines a routine that eventually... Read More
A Fourier Multiplier Theorem on the Besov-Lipschitz Spaces Jingchun Chen University of Wisconsin-Milwaukee PhD Graduate Student “We consider Fourier multiplier operators whose symbols satisfy a generalization of Hormander's condition and establish their Sobolev-type mapping properties on the homogeneous Besov-Lipschitz spaces... Read More
A Recursion Incursion Excursion Adam Buck University of Wisconsin-Milwaukee PhD Graduate Student “I will share some of my favorite examples of recursively defined objects. Mostly we will look at fun problems that happen to have recursive solutions. The goal of... Read More