Faculty Directory
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Antonella
Marini

Professor of Mathematics
PhD, University of Chicago, 1990
MS, University of Chicago, 1986
Other, University of Rome 1 "La Sapienza", 1984
Antonella Marini was born in Italy. She did her graduate studies in Mathematics at the University of Chicago, specializing in gauge theories. She has worked at the Courant Institute of NYU as a Postdoctoral Fellow (1990-1991), at the University of Utah as a full time Instructor (1991-1993), at the University of L'Aquila, as a tenured Researcher (1993-1998) and as a tenured Associate Professor (since 1998 -- currently on leave). She joined Yeshiva University in 2007.
Her research involves the areas of Geometric Analysis, Partial Differential Equations and Mathematical Physics. More specifically, it focuses on nonlinear partial differential equations and boundary value problems arising in gauge theories, such as Yang-Mills and Yang-Mills-Higgs theory, bosonic field theories and nonlinear Hodge and Hodge-Frobenius Theory. Other research interests include the Calculus of Variations, harmonic maps, Ginzburg Landau vortices, quantum field theories (all related to her work on gauge theories); elliptic--hyperbolic equations and applications (related to her work on the Hodge-Frobenius equations). Her teaching interests include Ordinary and Partial Differential Equations with applications to modeling in Environmental and other sciences, Calculus and Advanced Calculus, Topology, Linear Algebra, Real and Complex Variables, Functional Analysis, Geometric Analysis, Morse Theory, Differential Geometry and Lie Groups.
Instructorship Award. University of Utah 1993. Based on teaching and research excellence.
Her most recent publications include the following. Co-authored with T. H. Otway: "Duality methods for a class of quasilinear systems", Annales de l'Institut Henri Poincare / Analyse non lineaire, in press; "Hodge-Frobenius equations and the Hodge-Backlund transformation", Proceedings of the Royal Society of Edimburgh, 140A, 787-819, 2010; "Constructing completely integrable fields by the method of generalized streamlines", arXiv:1205.7028v2 [math.AP], submitted. Co-authored with V. Moncrief and R. Maitra: "Modified Semi Classical Methods for Nonlinear Quantum Oscillations Problems", J. Math. Phys. 53, 103516 (2012). Co-authored with T.Isobe: "Small coupling limit and multiple solutions to the Dirichlet problem for Yang-Mills connections in 4 dimensions, part I", J. Math. Phys. 53, 063706 (2012); and part II, J. Math. Phys. 53, 063707 (2012).
marini@yu.edu
212-960-5400 x6856
Wilf campus - Belfer Hall
Room#536
MEDIA RELATIONS

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Spring 2018
Advanced Calculus II
MAT 1521
Spring 2018
Differential Equations
MAT 2601
Spring 2018
Functional Analysis
MAT 5510
Fall 2017
Advanced Calculus I
MAT 1520
Fall 2017
Differential Equations
MAT 2601
Fall 2017
Selected Topics Seminar
MAT 5930
Spring 2017
Advanced Calculus II
MAT 1521
Spring 2017
Differential Equations
MAT 2601
Spring 2017
Mathematics Modeling
MAT 5375
Spring 2016
Advanced Calculus II
MAT 1521