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MATH 690-70
An advanced course in areas of applied mathematics. Topics vary by semester.
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Analysis of preconditioned stochastic gradient descent with non-convex loss
Moduli spaces of stable weighted hyperplane arrangements
Computing hyperbolic structures from link diagrams
Automated theorem proving and proof verification
Applications of Neumann-type nonlocal boundary condition
DOmath 2022
Spatial and Temporal Epidemic Prediction by Neural Networks
Structure and stability for Brascamp–Lieb inequalities
Mathematical questions arising from the COVID epidemic
Exploring minimal surfaces modulo p
Modeling the dynamics of filter fouling
Smoothness of subspace-valued maps
DOmath 2021
Holonomy of combinatorial surfaces
Characterizing emerging features in cell dynamics
Parameter interference in epidemiological models
Calculus of variations and notions of convexity
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