COVID - 19 Related Molecular Interactions: Discovery, Analysis, and Dissemination
https://pitt.zoom.us/j/98300182092
password: nopizza
Seminar
Behnam Esmayli - Co-area formula for maps into metric spaces
Wilderich Tuschmann - Spaces and moduli spaces of Riemannian metrics
Henrik Matthiesen - New minimal surfaces from shape optimization
(talk starts 1:15pm)
School of Education Panel
Are you interested in math education and possibly becoming a math teacher? What kinds of programs offer this? Join us and ask our panelists your questions!
Ursula Ludwig - An Extension of a Theorem by Cheeger and Müller to Spaces with Isolated Conical Singularities
Rupert Frank - Which magnetic fields support a zero mode?
A Review of the Imperial model of COVID-19 and its Computer Code
Dr. Thomas Hales will be giving a talk on the review of the Imperial model of COVID-19 and its computer code
https://pitt.zoom.us/j/98300182092
Passcode: nopizza
Predicting the Evolution of the COVID-19 Epidemic with the A-SIR Model: Lombardy, Italy and Sao Paulo state, Brazil
Derek Orr will present the following paper, click here to view.
https://pitt.zoom.us/j/98300182092
Passcode: nopizza
Abstract:
Math Club - Fermat's Little Theorem and the RSA Cryptosystem
"Private messaging, online shopping, and many other computer applications are heavily reliant on cryptography, a set of tools that allow us to prevent third parties from eavesdropping on or interfering with our communications. Turns out, many cryptography algorithms rely heavily on math! We will see how Fermat's Little Theorem, a simple number theory result from the 17th century, forms the basis of the RSA cryptosystem, which is one of the most important modern asymmetric-key cryptography algorithms".