Schedule
The 2022 conference was held on April 23rd, and featured plenary talks by:
Professor Kasso Okoudjou (Tufts University), and
Professor Matt Baker (Georgia Tech).
Schedule (all abstracts for talks may be found below):
9:25. Beginning of conference.
9:30-10:30. Plenary Speaker:
Kasso Okoudjou (Tufts University)
Optimal distribution of finitely many points on the unit sphere in Euclidean space
10:30-10:50. Coffee and snacks
10:50-11:50. Contributed short talks.
11:50-12:00. Short break.
12:00-13:00. Panel Session.
13:00-14:00. Lunch. Lunch will be provided in the Atrium.
14:00-15:00. Plenary Speaker:
Matt Baker (Georgia Tech)
The Jacobian of a Finite Graph
15:00-15:30. Coffee break and poster session.
15:30-16:45. Contributed short talks.
16:45. Closing remarks.
A draft schedule for contributed short talks is as follows:
Morning Session:
10:50am Aaditya Raghavan (Georgia Tech),
On the Rank of Random, Symmetric Matrices over Z_2
11:10am Darius Hammond (College of Coastal Georgia),
Zeros of Real Random Polynomials Spanned by Bergman Polynomials
11:30am Ruijia Cao (Georgia Tech),
Counting Colorings on Triangle-free Graphs
Afternoon Session:
3:30pm Fatemeh Ghasemi (Kennesaw State University),
Applications of Fractional Calculus in the Field of Population Genetics
3:50pm Tiankuo Zhang (Georgia Tech),
Image Colorizations Methods and Their Applications
4:10pm Yuyao Wang (Virginia Tech),
Nutrition impact on virus infection
4:30pm Patrick Zugel (Georgia Tech),
Like Base Exponential Subtractions and Products of Consecutive Triples
The poster sessions will include the following posters:
Jayden Ayash (Kennesaw State University)
Fractional Calculus & Population Genetics
Joshua Douden (University of Tennessee - Knoxville)
The Partial Differential Equations of Your Morning Commute
Jacob Glidewell and William Hurst (University of Alabama)
On the Two-Dimensional Jacobian Conjecture: Magnus' Formula Revisited
Yihua Xu (Georgia Tech)
A Tensor SVD-based Classification Algorithm Applied to fMRI Data
Abstracts for the talks may be found in the PDF file below