Around a Big Mapping Class Group Juliette Bavard University of Chicago PostDoc "The mapping class group of the plane minus a Cantor set arises naturally in many dynamical contexts. To study this "big mapping class group", we can consider its... Read More
Assessing Student Comprehension of Learning to Solve Systems of Linear Equations with Practical Applications Through In-Class Group Project Aubree Freeman MS Student University of Wisconsin-Milwaukee In this presentation, we will demonstrate the effectiveness of project-based learning by looking at the outcomes... Read More
Using Magnus Representations to Study Automorphism Groups of Free Groups for Both the Study of Mapping Class Groups and Galois Theory, it is Useful to have Tools to Study Automorphism Groups of Free Groups. We Will Discuss One Particular Such... Read More
The q-Difference Noether Problem for Complex Reflection Groups and Quantum OGZ Algebras Jonas Hartwig Assistant Professor of Mathematics Iowa State University "For any complex reflection group G=G(m,p,n), we prove that the G-invariants of the division ring of fractions of the... Read More
Boundary Classification in Groups with Isolated Flats Matthew Haulmark University of Wisconsin-Milwaukee PhD Student "In 2000 Kapovich and Kleiner proved that if G is a one-ended hyperbolic group that does not split over a two-ended subgroup, then the boundary of... Read More
Extending Enveloping Algebras via Anti-Cocommutative Elements Daniel Yee University of Wisconsin-Milwaukee PhD Student "We know that given a connected Hopf algebra H, the universal enveloping algebra U(P(H)) embeds in H as a Hopf subalgebra. Depending on P(H), we show that... Read More
UW-Milwaukee Department of Mathematical Sciences presents, Spring Graduation Picnic Location: Beer Garden at Hubbard Park (Picnic Site Located on South End of the Park) Directions can be found here Time: Saturday, May 20, 2017 - 12:00pm - 2:00pm FREE food (such... Read More
Implementation of a New Sampling Method in a Global Climate Model Eric Raut Researcher of Mathematics Stony Brook Manhattan "Numerical models of weather and climate need to compute grid-box-averaged rates of physical processes such as microphysics. These averages are computed... Read More