University of Calgary

Let X be an algebraic variety defined over a number field K such that the set of K -rational points X ( K ) is Zariski dense in X . For example, we could take X = P N to be projective space. Let f : X → X be a surjective endomorphism of X defined...

Isogenies between elliptic curves have attracted a lot of attention, and over finite fields the structures that they generate are fascinating. For supersingular primes, isogeny graphs are very connected. For ordinary primes, isogeny graphs (graphs...

Triangular modular curves are a generalization of modular curves and arise as quotients of the complex upper half-plane by congruence subgroups of hyperbolic triangle groups. These curves naturally parameterize hypergeometric abelian varieties...

Secure online communications and financial transactions depend on public key cryptography—but the methods we use today are susceptible to attack by quantum computers. When that will happen is uncertain, though estimates range from 5 to 25 years. This...

The 5th Math & CS Climate Day event will take place at the University of Calgary on May 22, 2025 in MS427. It will be a day full of presentations, workshops and discussions about how we as mathematicians, statisticians and computer scientists can...

Date: Thursday, April 24, 2025 Time: 9:00 AM – 4:00 PM Venue: MS 431, Department of Mathematics and Statistics, University of Calgary Keynote Address by Prof. Alexandre Bouchard-Côté (University of British Columbia) Trainee Contributed Talks &...

Over the course of this camp, students will experience: Hands-on activities with real data using Python and R Fun, game-based learning experiences related to the Data Science field Data visualization, simulations, and problem-solving challenges Guest...

Registation Please be sure to register to receive the latest updates and important event information, including the Zoom link for the event. Registation Link: https://forms.gle/eazpg6coB7NDPwUa8 Schedule of Activities Welcome and opening remarks 13...

This 8-day overnight camp will bring 21 grades 7 - 10 girls together to engage in fun mathematical activities and build connections. Students will stay in the university residence for the first five nights of the camp and at the Banff Centre for the...

We will give an exposition on the recent progress in the study of unimodal sequences, beginning with the work of Isaac Newton and then to the contemporary papers of June Huh. We will also relate this topic to the Riemann hypothesis. In the process...