Past Meetings

INTERNATIONAL CONFERENCES

  • QIPA 2023
    The Ninth International Conference “Quasilinear Equations, Inverse Problems, and Their Applications”, December 04 - 06, 2023, Moscow Institute of Physics and Technology, Dolgoprudny, Russia

  • QIPA 2022
    Quasilinear Equations, Inverse Problems and Their Applications, August 22–26, 2022, Educational Center “Sirius”, Sochi, Russian Federation.

  • QIPA 2021
    Quasilinear Equations, Inverse Problems and Their Applications, August 23–29, 2021, Educational Center “Sirius”, Sochi, Russian Federation.

  • QIPA 2020
    The Sixth International Conference “Quasilinear Equations, Inverse Problems, and Their Applications”, November 30 – December 02, 2020, Dolgoprudny, Russia.

  • QIPA 2019
    The 5th International Conference "Quasilinear Equations, Inverse Problems and Their Applications", December 2-4, 2019, Moscow Institute of Physics and Technology, Dolgoprudny, Russia.

  • 2nd IMA Conference
    2nd IMA Conference On Inverse Problems: From Theory To Applications, September 2-6, 2019, UK

  • QIPA 2018
    The 4th International Conference "Quasilinear Equations, Inverse Problems and Their Applications", December 3-5, 2018, Moscow Institute of Physics and Technology, Dolgoprudny, Russia.

  • IPMS 2022
    The Tenth International Conference “Inverse Problems: Modeling and Simulation”
    May 22–28, 2022, Paradise-Bay Hotel Converntion Center, Malta.

  • IPMS 2018
    The Ninth International Conference “Inverse Problems: Modeling and Simulation”
    May 21–25, 2018, Paradise-Bay Hotel Converntion Center, Malta.

  • MİPTİP17
    The Third International Conference "Quasilinear Equations, Inverse Problems and Their Applications"
    December 5–7, 2017, Moscow Institute of Physics and Technology, Dolgoprudny, Russia.

  • http://www.cmap.polytechnique.fr/~novikov/miptip16/
    International Conference "Quasilinear Equations, Inverse Problems and Their Applications"
    September 12–15, 2016, Moscow Institute of Physics and Technology, Dolgoprudny, Russia.

  • IPMS 2016
    The Eigth International Conference “Inverse Problems: Modeling and Simulation”
    May 23–28, 2016, Liberty Hotels, Lykia, Ölüdeniz, Fethiye, Turkey.

  • http://nuclphys.sinp.msu.ru/math/
    International Workshop on Inverse and Ill-Posed Problems
    November 19-21, 2015, Lomonosov Moscow State University, Moscow, Russia.

  • http://www.cmap.polytechnique.fr/~novikov/miptip/
    International Conference "Quasilinear Equations, Inverse Problems and Their Applications"
    November 30 - December 02, 2015, Moscow Institute of Physics and Technology, Dolgoprudny, Russia.

  • http://icmcmst.alpha-publishing.net/     See also more at: AMS Calendar Web Site
    The International Conference "Mathematical and Computational Modeling in Science and Technology" (ICMCMST'15) 
    August 2-7, 2015, Izmir University, Izmir, Turkey.

  • IPMS 2014
    The Seventh International Conference “Inverse Problems: Modeling and Simulation”
    May 26–31, 2014, Liberty Hotels, Lykia, Ölüdeniz, Fethiye, Turkey.

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    WORKSHOPS

  • Workshop 2014
    The Workshop on Spectral Theory, Differential Operators and Applications
    May 26–29, 2014, Liberty Hotels, Lykia, Ölüdeniz, Fethiye, Turkey.

  • SEMINARS

  • Prof. Vladimir G. Romanov
    Sobolev Institute of Mathematics, Russia
    Lectures on "Applied Inverse Problems in Wave Phenomena" (From May 24th to June 6th, 2014)

    Invited by the Department of Mathematics and Computer Science, and supported by the Tübitak programme "2221 fellowships for visiting scientists and scientists on sabbatical leave", and also Eurasian Association for Inverse Problems (EAIP).
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  • Prof. Andreas Neubauer
    Industrial Mathematics Institute, Johannes Kepler University, Austria
    Lectures on "Inverse Problems" and "Regularization Techniques" (From February 1st to February 14th)

    Invited by the Department of Mathematics and Computer Science, and supported by the Tübitak programme "2221 fellowships for visiting scientists and scientists on sabbatical leave", and also Eurasian Association for Inverse Problems (EAIP).