project . 2017 - 2019 . Closed

CuMiN

Currents and Minimizing Networks
Open Access mandate for Publications European Commission
  • Funder: European CommissionProject code: 752018 Call for proposal: H2020-MSCA-IF-2016
  • Funded under: H2020 | MSCA-IF-EF-ST Overall Budget: 180,277 EURFunder Contribution: 180,277 EUR
  • Status: Closed
  • Start Date
    01 Sep 2017
    End Date
    31 Aug 2019
  • Detailed project information (CORDIS)
  • Open Access mandate
    Research Data: No
Description
The core of this project is Geometric Measure Theory and, in particular, currents and their interplay with the Calculus of Variations and Partial Differential Equations. Currents have been introduced as an effective and elegant generalization of surfaces, allowing the modeling of objects with singularities which fail to be represented by smooth submanifolds. In the first part of this project we propose new and innovative applications of currents with coefficient in a group to other problems of cost-minimizing networks typically arising in the Calculus of Variations and in Partial Differential Equations: with a suitable choice of the group of coefficients one can...
Partners
Link existing DMPs with this project or start a new DMP in Argos.
Description
The core of this project is Geometric Measure Theory and, in particular, currents and their interplay with the Calculus of Variations and Partial Differential Equations. Currents have been introduced as an effective and elegant generalization of surfaces, allowing the modeling of objects with singularities which fail to be represented by smooth submanifolds. In the first part of this project we propose new and innovative applications of currents with coefficient in a group to other problems of cost-minimizing networks typically arising in the Calculus of Variations and in Partial Differential Equations: with a suitable choice of the group of coefficients one can...
Partners
Link existing DMPs with this project or start a new DMP in Argos.
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