Geometric-variational problems

Italian Ministry of Education, University and Research

Italia

On-site

EUR 35,000 - 48,000

Full time

27 hours ago
Be an early applicant

Get a reply from this employer

Your resume and cover letter, tailored to exactly what they’re hiring for.

Get past ATS filters

Job summary

The Università degli Studi di Napoli Federico II invites applications for a recognised researcher track in mathematics, focusing on variational problems related to capillarity models and energy functionals with mixed interactions.

Under Prof. Anna Verde, in the Department of Mathematics and Applications, the project seeks to develop theoretical tools to analyze the existence and properties of optimal configurations under geometric and physical constraints.

Qualifications

  • PhD degree or equivalent foreign qualification.
  • Evaluation includes publications, originality, and relevance to research.
  • English language proficiency for interview and interaction.

Responsibilities

  • The project studies variational problems in capillarity models.
  • Develop theoretical tools to analyze existence and properties of optimal configurations.
  • Apply concepts to models with local and non-local effects under geometric and physical constraints.

Skills

Research experience
English proficiency
Publications quality

Education

PhD or equivalent

Job description

Organisation/Company Università degli Studi di Napoli Federico II Research Field Mathematics Researcher Profile Recognised Researcher (R2) Leading Researcher (R4) First Stage Researcher (R1) Established Researcher (R3) Application Deadline 20 Nov 2026 - 10:00 (UTC) Country Italy Type of Contract To be defined Job Status Not Applicable Is the job funded through the EU Research Framework Programme? Not funded by a EU programme Is the Job related to staff position within a Research Infrastructure? No

Offer Description

The project focuses on the study of variational problems related to capillarity models and energy functionals with different interaction components. The goal is to develop theoretical tools to analyze the existence and properties of optimal configurations in the presence of suitable geometric and physical constraints. Particular attention will be devoted to the study of possible applications to models combining local and non-local effects. The research program is linked to the project "000022_BUDGET_ECONOMICO_RICERCA_2026" under the scientific supervision of Prof. Anna Verde, at the Department of Mathematics and Applications "R. Caccioppoli".

Requirement: PhD degree or equivalent foreign qualification. Evaluation (max 100 points, minimum passing score 60/100): a) relevance of previous research activities, work experience, and other qualifications (up to 30 points); b) quality, originality, innovation, and relevance of attached publications, max 5 (up to 40 points); c) interview assessing research suitability and English language proficiency (up to 30 points). Minimum score in a) and b) to be admitted to the interview: 35/70.

  • Italy
Eligibility of fellows: country/ies of residence:
  • EUROPE
Eligibility of fellows: nationality/ies:
Get your free, confidential resume review.

or drag and drop your file here.

Similar jobs

Similar jobs worth comparing

Mathematical and Geometric Analysis
Mathematical and Geometric Analysis

Italian Ministry of Education, University and Research • Italy

On-site
EUR 32,000 - 42,000
Shape optimization for elliptic problems and functional inequalities
Shape optimization for elliptic problems and functional inequalities

Italian Ministry of Education, University and Research • Italy

On-site
EUR 30,000 - 42,000
Instability and pattern selection in confined active nematic fluids
Instability and pattern selection in confined active nematic fluids

Italian Ministry of Education, University and Research • Italy

On-site
EUR 42,000 - 54,000
Geometric-Variational Capillarity Researcher
Geometric-Variational Capillarity Researcher

Italian Ministry of Education, University and Research • Italy

On-site
EUR 35,000 - 48,000
2026-IpdDip-04-DICAR - Development of numerical models of fluidic system through the adoption of commercial or open-source software
2026-IpdDip-04-DICAR - Development of numerical models of fluidic system through the adoption of commercial or open-source software

Italian Ministry of Education, University and Research • Italy

On-site
EUR 40,000 - 50,000
Optimising Electric Vehicle Operations in Logistics Applications - 2026_IDR_DEIB_64
Optimising Electric Vehicle Operations in Logistics Applications - 2026_IDR_DEIB_64

Italian Ministry of Education, University and Research • Italy

On-site
EUR 22,000 - 38,000
2026-IdrDip-02-mate - Normal functions, second fundamental form, correspond-ences, and lagrangian variety in algebraic geometry
2026-IdrDip-02-mate - Normal functions, second fundamental form, correspond-ences, and lagrangian variety in algebraic geometry

Italian Ministry of Education, University and Research • Italy

On-site
EUR 32,000 - 52,000
Evolution of the Renewable Energy Market in Italy: Technological Development, Growth Scenarios and Emerging Value Chain Opportunities - 2026_IDR_DIG_70
Evolution of the Renewable Energy Market in Italy: Technological Development, Growth Scenarios and Emerging Value Chain Opportunities - 2026_IDR_DIG_70

Italian Ministry of Education, University and Research • Italy

On-site
EUR 17,000 - 23,000
Decision support systems based on Artificial Intelligence, heterogeneous data, and Spatial Intelligence.
Decision support systems based on Artificial Intelligence, heterogeneous data, and Spatial Intelligence.

Italian Ministry of Education, University and Research • Italy

On-site
EUR 42,000 - 62,000
Study of the multiscale fluid-dynamics and mass transfer in pilot-scale bubble columns within the AURIGA project - 2026_IDR_DENG_29
Study of the multiscale fluid-dynamics and mass transfer in pilot-scale bubble columns within the AURIGA project - 2026_IDR_DENG_29

Italian Ministry of Education, University and Research • Italy

On-site
EUR 20,000 - 40,000