Research Day 2023: Friday, November 3
October 13, 2023
The Mathematics Department will host Research Day on Friday, November 3rd, noon-5pm. Research Day is an annual tradition and an opportunity for graduate students in the department to learn about its various research programs. Students can then make informed decisions about participating on research teams and carrying out their own research projects. The event will be held in the Math Commons room (McBryde 455) and will culminate in a colloquium given by our own Dr. Jason LeGrow.
In addition to the scheduled live presentations, there are pre-recorded research talks which you can view below.
Current and prospective graduate students should reach out to any of these faculty members to follow up on their own related interests.
Dr. Abaid discusses her research in Applied & Computational Mathematics and Math Physics.
Dr. Adjerid discusses his research in Applied & Computational Mathematics.
Dr. Borggaard discusses his research in Applied & Computational Mathematics.
Dr. Childs discusses her research in Mathematical Biology.
Dr. deSturler discusses his research in Applied & Computational Mathematics.
Dr. Elgart discusses his research in Math Physics and Analysis.
Dr. Lin discusses his research in Applied & Computational Mathematics.
Dr. Liu discusses his research in Applied & Computational Mathematics.
Dr. Palsson discusses his research in Analysis
Dr. Robert discusses his research in Mathematical Biology.
Dr. Saucedo discusses his research in Mathematical Biology.
Dr. LeGrow will give a departmental colloquium at 4 pm, with a reception beginning at 3:30.
Title: Isogeny-Based Post-Quantum Cryptography
Abstract: Quantum computers threaten the security of digital communications. In particular, Shor’s algorithm for factoring and discrete logarithms render many ubiquitous cryptographic protocols insecure. To ensure that modern communication channels remain secure and reliable in a future with quantum adversaries, we must develop protocols which run on classical computers, but which are nonetheless resistant to attacks using quantum computers—these protocols are called post-quantum. Post-quantum cryptographic protocols can be classified by the nature of the hard computational problems that underlie their security—for instance, problems in lattice theory, coding theory, and the theory of elliptic curves have all been used to construct post-quantum schemes. In this talk we will introduce the mathematics of isogeny-based cryptography and discuss fundamental isogeny-based protocols, before diving into the Commutative Supersingular Isogeny Diffie-Hellman (CSIDH) framework and detailing some recently-addressed problems in this area. We will also see some open problems, avenues for future research, and connections with other branches of post-quantum cryptography.
Start time |
Speaker |
12:00 |
Andy Norton |
12:08 |
Kyle Flanagan |
12:16 |
Omar Saucedo |
12:24 |
Nicole Abaid |
12:32 |
Daniel Orr |
12:40 |
Steffen Werner |
12:48 |
Yingda Cheng |
12:56 |
Daniel Appelo |
1:04 |
Eric de Sturler |
1:12 |
Joe Wells presentation |
Break 13:20-14:00 | |
2:00 |
Guher Camliyurt |
2:08 |
Yichen Guo |
2:16 |
Wenbo Sun* |
2:24 |
Jose Ramon Madrid Padilla |
2:32 |
Yun Yang* |
2:40 |
Ziqiang Li |
2:48 |
Eyvindur Ari Palsson* |
2:56 |
Michael Robert* |
3:04 |
Giuseppe Cotardo |
3:12 |
Julia Shapiro |
*prerecorded talks
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