2 POST-DOC RESEARCHERS - BIDSA RESEARCH CENTER - Università Bocconi

Università Commerciale "Luigi Bocconi", Italy

Updated: about 1 month ago
Job Type: FullTime
Deadline: 20 Apr 2025

19 Mar 2025
Job Information
Organisation/Company

Università Commerciale "Luigi Bocconi"
Research Field

Mathematics » Mathematical analysis
Researcher Profile

First Stage Researcher (R1)
Positions

Postdoc Positions
Country

Italy
Application Deadline

20 Apr 2025 - 23:59 (Europe/Rome)
Type of Contract

Temporary
Job Status

Full-time
Offer Starting Date

1 Sep 2025
Is the job funded through the EU Research Framework Programme?

Horizon Europe - ERC
Reference Number

Grant Agreement ID: 101165368
Is the Job related to staff position within a Research Infrastructure?

No

Offer Description

The research activity will be part of the project funded by ERC Starting Grant 101165368 MAGNETIC "Minimal submanifolds in Arbitrary Geometries as Nodal sEts: Towards hIgher Codimension". The project will then revolve around questions of variational flavor in the context of geometric measure theory, calculus of variations, elliptic partial differential equations, and geometric analysis in general. Specifically, the project will focus on the construction and regularity of minimal submanifolds in codimension higher than one, through the calculus of variations for approximations of the area functional, obtaining critical points which are either parametrized or limiting nodal sets of critical points of energies inspired by physical models. The project will also investigate relationships between minimal submanifolds and curvature, their construction in non-smooth spaces, and other related questions in geometric analysis.

The candidate is expected to publish research papers, to contribute their own research activity to the project and to collaborate with the scientific director of the project. In particular, they will contribute to the study of stable critical points and gradient flow for the abelian Yang-Mills-Higgs model, which approximates the area functional in codimension two (see projects and methodologies detailed in section 2 of form B2). Alternatively, they will contribute to the investigation of functionals approximating the area functional in codimension greater than two (see projects and methodologies detailed in section 3 of form B2). Moreover, the candidate is expected to present their research work in conferences and seminars, to attend the department research seminars on a regular basis and to collaborate with the scientific director of the project in the organization initiatives.


Where to apply
Website
https://jobmarket.unibocconi.eu/?id=770

Requirements
Research Field
Mathematics » Mathematical analysis
Education Level
PhD or equivalent

Additional Information
Work Location(s)
Number of offers available
2
Company/Institute
Bocconi University
Country
Italy
City
Milano
Postal Code
20136
Street
Via Sarfatti 25
Geofield


Contact
State/Province

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City

Milan
Website

http://www.unibocconi.eu
Street

via Sarfatti 25
Postal Code

20136
E-Mail

faculty@unibocconi.it
Phone

0258365032

STATUS: EXPIRED

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