Organization structure
  • European Commission
  • Coordinator
    • The tasks include: monitoring the project, acting as the official, contact with the European Commission, chairing the Supervisory Board
  • Supervisory Board
    • is composed of leading staff representatives from all eight institutions
    • is responsible for the coordination of the deliverables (includes assessment of progress reports, maintenance of work plans, and conflict resolution)
  • Project Management Team
    • is located at TU Ilmenau (Ilm)
    • will support the Coordinator and take responsibility for the technical, financial and administrative management on a day-to-day basis
  • WP Leaders/SOMPATY Members
    • will monitor progress within the Work Packages 
    • responsible for the research direction within the WP and for the timely delivery of results

Beneficiaries

Technische Universität Ilmenau, Ilmenau, Germany

  • will PT symmetry and applications to metamaterials,
  • quantum graphs in terms of extension theory,
  • perturbation and spectral theory
  • perturbation theory for DAEs and applications to the optimization of integrated circuits
 

Nuclear Physics Institute of the Czech Academy of Sciences Prague, Czech Republic
will

  • quantum graph models and PT symmetric operators in combination with metamaterials,
  • singular Schrödinger and Dirac operators,
  • leaky quantum structures
  • dissipative and/or many-body effects in graphs and optical fibres.
 

Institute for Mathematics, National Academy of Sciences of Ukraine, Ukraine, Kyiv

  • spectral theory
  • inverse problems and
  • differential equations.
 

Universität zu Lübeck, Lübeck, Germany
will

  • all data-driven approaches for the numerical solution of the operator equations,
  • fast algorithms for different approximation methods and stability,
  • convergence and localization results,
  • non-linear and adaptive variants for all approximation theoretical results.

Partners

Institute of Mathematics and Mathematical Modelling, Almaty, Kazakhstan

  • non-local boundary value problems for hyperbolic integro-differential equations
  • nonlocal boundary value problems.
  • Qualitative properties of boundary value problems for parabolic integro-differential equations
 

Turin Polytechnic University Tashkent, Tashkent, Uzbekistan

  • Linear and nonlinear PDEs on metric graphs
  • PT-symmetry and soliton solutions
  • Numerical solutions of PDEs on branched domains