Anisotropic geometric variational problems: existence, regularity and uniqueness

Project Information

ANGEVA

Grant agreement ID: 101076411

DOI

10.3030/101076411

EC signature date 22 November 2022

Start date 1 September 2023

End date 31 August 2028

Funded under

• European Research Council (ERC)

Total cost

€ 1 492 700,00

EU contribution

€ 1 492 700,00

Coordinated by

UNIVERSITA COMMERCIALE LUIGI BOCCONI
Italy

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Publications

Other (4)

Existence and regularity of min-max anisotropic minimal hypersurfaces

Author(s): Guido De Philippis, Antonio De Rosa, Yangyang Li
Published in: 2024
Publisher: Arxiv
DOI: 10.48550/ARXIV.2409.15232

Local Minimizers of the Anisotropic Isoperimetric Problem on Closed Manifolds

Author(s): Antonio De Rosa, Robin Neumayer
Published in: 2025
Publisher: Arxiv
DOI: 10.48550/ARXIV.2308.04565

Elementary discrete diffusion/redistancing schemes for the mean curvature flow

Author(s): Antonin Chambolle, Daniele De Gennaro, Massimiliano Morini
Published in: 2025
Publisher: Arxiv
DOI: 10.48550/ARXIV.2506.05946

The asymptotic of the Mullins-Sekerka and the area-preserving curvature flow in the planar flat torus

Author(s): Vedansh Arya, Daniele De Gennaro, Anna Kubin
Published in: 2025
Publisher: Arxiv
DOI: 10.48550/ARXIV.2503.05399

Peer reviewed articles (1)

Direction of impact for explainable risk assessment modeling

Author(s): Emanuele Borgonovo, Manel Baucells, Antonio De Rosa, Elmar Plischke, John Barr, Herschel Rabitz
Published in: Risk Analysis, Issue 45, 2025, ISSN 0272-4332
Publisher: Wiley
DOI: 10.1111/RISA.70003