organization

University of Paris-Saclay

39 projects, page 1 of 8
  • project . 2022 - 2022
    Funder: EC Project Code: 101081181
    Overall Budget: 483,758 EURFunder Contribution: 250,000 EUR
    Open Access mandate for Publications and Research Data
    Partners: University of Paris-Saclay

    The purpose of this proposal is to support the organisation of the 2022 edition of the Week of Innovative Regions in Europe. The university Paris-Saclay was chosen to manage, organize and host the conference. The general objectives of WIRE are: • To contribute to resear...

  • project . 2021 - 2023
    Funder: EC Project Code: 101031812
    Overall Budget: 196,708 EURFunder Contribution: 196,708 EUR
    Open Access mandate for Publications and Research Data
    Partners: University of Paris-Saclay

    Gypsum-based stromatolites (GS) make excellent paradigms for the investigation of fine-scale mineral-microbial interactions and for the detection of life remnants on gypsiferous deposits of Earth and Mars. Yet, they have been largely overlooked compared to the carbonate...

  • project
    Funder: EC Project Code: 894258
    Overall Budget: 196,708 EURFunder Contribution: 196,708 EUR
    Open Access mandate for Publications and Research Data
    Partners: University of Paris-Saclay

    There is an ever increasing amount of data that needs to be transmitted, processed, and stored by mobile communication technologies like today’s smartphones and tomorrow’s numerous connected devices. Presently, the raw measurement signals need to be amplified, pre-condi...

  • project . 2021 - 2023
    Funder: EC Project Code: 887438
    Overall Budget: 196,708 EURFunder Contribution: 196,708 EUR
    Open Access mandate for Publications and Research Data
    Partners: University of Paris-Saclay

    Geometry studies higher-dimensional curved spaces. We can describe these spaces by equations, but the only case where we have any hope to use them for calculation is when the equations are polynomials. The resulting spaces are the objects of algebraic geometry, which ar...

  • project . 2016 - 2022
    Funder: EC Project Code: 715747
    Overall Budget: 1,222,330 EURFunder Contribution: 1,222,330 EUR
    Open Access mandate for Publications
    Partners: University of Paris-Sud, University of Paris-Saclay

    The goal of this project is to investigate two conjectures in arithmetic geometry pertaining to the geometry of projective varieties over finite and number fields. These two conjectures, formulated by Tate and Grothendieck in the 1960s, predict which cohomology classes ...

39 projects, page 1 of 8
Any information missing or wrong?Report an Issue