Eric Boulter, Department of Pure Mathematics, University of Waterloo
"Co-isotropic foliations in holomorphic symplectic manifolds"
Xiao Zhong, Department of Pure Mathematics, University of Waterloo
"Dynamical Cancellation of Polynomials"
Luca Di Cerbo, University of Florida
"Complex structures on 4-manifolds"
Natasha Dobrinen, University of Notre Dame
"Infinite-dimensional Ramsey theory for binary relational free amalgamation classes"
Jason Lotay, Oxford University
"Minimal Lagrangians and where to find them"
Dan Christensen, Western University
"An introduction to homotopy type theory"
Javier González Anaya, University of California at Riverside
"Blow-ups of weighted projective planes at a point: Exploring the parameter space of triangles and the MDS property"
Amanda Petcu, Department of Pure Mathematics, University of Waterloo
"A History of Women in Math"
Xingchi Ruan, Department of Pure Mathematics, University of Waterloo
"Singular Series in the Hilbert-Kamke Problem"
The Hilbert-Kamke problem is a well-known problem in number theory. It looks for the solubility of a certain type of system of equations. We talk about how the singular series will provide solubility to the Hilbert-Kamke problem, and we will find a lower bound of the number of variables to ensure the sum of the singular series is positive.
MC 5403
Robert Cornea, Department of Pure Mathematics, University of Waterloo
A basic Introduction to Higgs Bundles and Vafa-Witten Bundles, Part Two