Antonio De Rosa

Associate Professor

University of Maryland at College Park

United States

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Antonio De Rosa is an Associate Professor at the University of Maryland, College Park, USA. His research areas include anisotropic minimal surfaces, object matching through linear programming, and functional changes in neural structures. Recent publications highlight his work on Gaussian images, boundary regularity for minimal Lipschitz graphs, and the stability of optimal traffic plans within applied mathematical contexts.

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2025

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2020

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2020

Collaborators (2)

Guido De Philippis

Professor

Courant Institute of Mathematical Sciences

UNITED STATES

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Domenico Angelo La Manna

University of Naples Federico II

ITALY

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Antonio De Rosa

Research Interests

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Articles (20)

Construction of Fillings with Prescribed Gaussian Image and Applications

Boundary regularity for anisotropic minimal Lipschitz graphs

On the Theory of Anisotropic Minimal Surfaces

The anisotropic min-max theory: Existence of anisotropic minimal and CMC surfaces

Efficient joint object matching via linear programming

Functional changes in prefrontal cortex following frequency-specific training

Regularity for graphs with bounded anisotropic mean curvature

STABILITY OF OPTIMAL TRAFFIC PLANS IN THE IRRIGATION PROBLEM

THE RATIO-CUT POLYTOPE AND K-MEANS CLUSTERING

Absence of bubbling phenomena for non-convex anisotropic nearly umbilical and quasi-Einstein hypersurfaces

Proposing an unbiased oxygen reduction reaction onset potential determination by using a Savitzky-Golay differentiation procedure

On the Well-Posedness of Branched Transportation

A non local approximation of the Gaussian perimeter: Gamma convergence and isoperimetric properties

Uniqueness of Critical Points of the Anisotropic Isoperimetric Problem for Finite Perimeter Sets

Uniqueness of Critical Points of the Anisotropic Isoperimetric Problem for Finite Perimeter Sets

Equivalence of the Ellipticity Conditions for Geometric Variational Problems

Equivalence of the Ellipticity Conditions for Geometric Variational Problems

Existence Results for Minimizers of Parametric Elliptic Functionals

Existence Results for Minimizers of Parametric Elliptic Functionals

On the Well-Posedness of Branched Transportation

Collaborators (2)

Guido De Philippis

Domenico Angelo La Manna

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