Antonella Marini

Antonella Marini is a Professor of Mathematics at Yeshiva College, Yeshiva University. She holds a PhD in Mathematics from the University of Chicago, specializing in boundary value problems in gauge theories. Previously, she held positions at the Courant Institute of NYU as a Postdoctoral Fellow, the University of Utah as a full-time Instructor, the University of L'Aquila as a tenured Researcher and Associate Professor. Her research focuses on Geometric Analysis, Partial Differential Equations, and Mathematical Physics, with particular emphasis on gauge theories, Hodge-Frobenius equations, and quantum field theories.

Education: PhD in Mathematics (University of Chicago), MS in Mathematics (University of Chicago), Laurea in Matematica (University of Rome 1 'La Sapienza').

Research interests include nonlinear PDEs, boundary value problems in gauge theories (e.g., Yang-Mills, Yang-Mills-Higgs), and applications to quantum mechanics, Hodge theory, and elliptic-hyperbolic equations. She has taught courses such as Advanced Calculus, Partial Differential Equations, and Mathematical Modeling at both undergraduate and graduate levels.

Her work has been recognized with an Instructorship Award at the University of Utah. Recent publications include studies on quantum gauge theory, semi-classical methods in bosonic field theories, and Hodge-Frobenius equations. She collaborates on research involving topological solutions and geometric analysis.