Pure Math Grad Colloquium

Robert Harris, Department of Pure Mathematics, University of Waterloo

"Constructing paper numbers and other applications of folds"

Have you ever wondered how origami is used in space? Want to know why paper is stronger than a ruler and compass? Or do you want to solve degree 3 polynomials in a hands on way? Well regardless of which catches your interest, it turns out that all of these questions and more have answers in the language of folding paper. In particular we will see that by giving origami a rigid mathematical treatment, then there is a surprising amount that can be uncovered.

So if using Euclid's methods leave you wanting, then join us as we discuss this powerful technique that also doesn't cut it.

MC 5501