Projekt

Daten zum Projekt

Modeling, Analysis, and Approximation Theory toward Applications in Tomography and Inverse Problems

Initiative: Trilaterale Partnerschaften – Kooperationsvorhaben zwischen Wissenschaftler(inne)n aus der Ukraine, Russland und Deutschland
Bewilligung: 10.02.2016
Laufzeit: 2 Jahre

Projektinformationen

Russian and Ukrainian scientists from three different institutions will visit their hosts in Germany and conduct mathematical research with strong collaborative character. Tomography and inverse problems are areas of applied mathematics with potentially significant applications in medicine and industry. The mathematical research involves mathematical modeling, analysis and numerical computations.

Projektbeteiligte

  • Prof. Dr. Jürgen Prestin

    Universität zu Lübeck
    Institut für Mathematik
    Lübeck

  • Prof. Dr. Leonid Pestov

    Immanuel Kant Baltic Federal University
    Research Institute of Applied Informatics and
    Mathematical Geophysics
    Kaliningrad
    Russland

  • Prof. Dr. Mikhail Belishev

    Russian Academy of Sciences
    Saint-Petersburg Department of the V.A.Steklov
    Mathematical Institute
    Saint-Petersburg
    Russland

  • Dr. Dirk Langemann

    Technische Universität Braunschweig
    Institut Computational Mathematics
    Braunschweig

  • Prof. Dr. Volodymyr Derkach

    Donetsk National University
    Department of Mathematical Analysis
    Vinnytsa
    Ukraine

  • Dr. Irina Kmit

    Humboldt-Universität Berlin
    Institut für Mathematik
    Berlin

  • Prof. Dr. Maria Skopina

    St. Petersburg State University
    Department of Applied Mathematics
    and Control Processes
    Saint-Petersburg
    Russland

  • Dr. Olexandr Rudnitskii

    National Academy of Sciences of Ukraine
    Institute of Hydromechanics
    Kiew
    Ukraine

  • Prof. Dr. Igor Chueshov

    V.N. Karazin Kharkiv National University
    School of Mechanics and Mathematics
    Department of Mathematical Physics and
    Computational Mathematics
    Kharkiv
    Ukraine