Colloquia
Integration on p-adic curves - Eric Katz
Abstract: The p-adic numbers are a particular completion of the rational numbers that has applications to number theory. Unlike the reals, they do not have a nice topology, but one can still do geometry over them. In this talk, we will discuss a notion of line integrals, due to Coleman, on algebraic curves over the p-adic numbers and some of its number-theoretic consequences
Mixing in fluids: irregular transport, enhanced dissipation, and applications
Post-quantum Group-based Cryptography
3M Thesis Competition
Beyond the Kadison-Singer problem
Formalizing structures in an algebraic hierarchy
Artistic Mathematics: Truth and Beauty
Faculty Circus
Explore the variety of academic research in the Department of Mathematics at Pitt by getting a glimpse into some faculty members' research. 10 faculty members, working in different areas of mathematics, will give insights into their research projects in concise 5-7 minute talks. Our speakers for this event are:
| Carl Wang-Erickson |
Polynomials are to Taylor series as numbers are to p-adic numbers |