Full Project Proposals with detailed abstracts can be found here.
Lie groups beyond an introduction
Mentor: Rui Chen
Mentee:
Prerequisites: Required: some group theory
Introduction to p-adic Analysis
Mentor: Mitch Majure
Mentee:
Prerequisites: Required: calculus 2. Recommended: topology and algebra
Positivity in algebraic geometry
Mentor: Minghao Zhao
Mentee:
Prerequisites: Recommended: intersection theory and birational geometry
Title
Mentor:
Mentee:
Prerequisites:
Title
Mentor:
Mentee:
Prerequisites:
Title
Mentor:
Mentee:
Prerequisites:
Book Club: Inventing Hilbert
Mentors: Kaleigh Rudge and Josiah Lim
Mentee:
Prerequisites: None
Exploring Numerical Methods
Mentor: Kaleigh Rudge
Mentee:
Prerequisites: Required: calculus. Recommended: programming and differential equations
PDEs and Fluid Mechanics
Mentor: Matthew Hudes
Mentee:
Prerequisites: Theoretical PDEs and real analysis
What Makes Gradient Descent Work (well)?
Mentor: Aaron Zoll
Mentee:
Prerequisites: Calculus 3 and linear algebra
(No specific topic, will be paired with student of similar interest)
Mentor: Ben Brindle
Mentee:
Interests: Probability, statistics, stochastic processes, dynamical systems, mathematical biology, and psychometrics
Quantitative Interview Questions
Mentor: Ben Brindle
Mentee:
Prerequisites: Required: calculus, linear algebra, probability, and statistics. Recommended: programming and stochastic processes
(No specific topic, will be paired with student of similar interest)
Mentor: Barbara Fiedorowicz
Mentee:
Interests: Combinatorial Optimization, Graph Theory, Combinatorics, Optimization Algorithms (Branch and Cut, Max Flow, etc.), Applications in Electrical Engineering and Physics
Full Project Proposals with detailed abstracts can be found here.
Organizers: Ben Brindle (AMS)