International conference
MOGRAN 15 "MOdern GRoup ANalysis"

Participants
Русский

  1. Alexander A. Talyshev,
    Novosibirsk State University, Russia
    Automorphic system and method of differential constraints
  2. Viktor K. Andreev,
    Institute of Computational Modelling SB RAS, Russia
    Group classification of perfect fluid equations in terms of trajectories and Weber’s potential
  3. Elena N. Lemeshkova,
    Institute of Computational Modelling SB RAS, Russia
    An invariant solution of a viscous fluid equation
  4. Valerii Dryuma,
    Institute of Mathematics and Computer Sciences AS RM, Moldova,
    Riemann spaces in theory of the Navier-Stokes equations
  5. Alia A. Gaynetdinova,
    USATU, GAMMETT, Russia,
    Classification of systems of two second-order differential equations admitting a four-dimensional Lie algebra of operators
  6. Salavat V. Khabirov,
    Institute of Mechanics, Ufa, RAS, Russia
    Conical swirling flows
  7. Yuliya V. Yulmuhametova,
    Institute of Mechanics, Ufa, RAS, Russia
    A particular solution of a submodel of gas flow with a linear velocity field
  8. Elena D. Avdonina,
    USATU, GAMMETT, Russia,
    Self-adjointness and conservation laws of anisotropic heat equation
  9. Nail H. Ibragimov,
    USATU, GAMMETT, Russia,
    Self-adjointness and conservation laws of anisotropic heat equation
  10. Elena P. Demidova,
    USATU, GAMMETT, Russia,
    Classification of the linear wave equation with variable coefficients
  11. Vladimir F. Kovalev,
    Keldysh Institute of Applied Mathematics, RAS, Russia
    Renormgroup symmetries for b.v.p. solutions of Webster equation.
  12. Laysan R. Galiakberova,
    USATU, GAMMETT, Russia,
    The use of software packages for investigation of symmetries of differential equations.
  13. Kseniya V. Imamutdinova,
    USATU, GAMMETT, Russia,
    Conservation laws of nonlinear heat and filtration equations
  14. Alexander Yakhno,
    University of Guadalajara, Mexico,
    Exact evolving solution of the Einstein-Cartan equations of motion, corresponding to a space-time threaded with a three-form Kalb-Ramond field strength.
  15. Liliya Z. Urazbahtina,
    USATU, GAMMETT, Russia,
    Integrable hydrodynamic submodel with a linear velocity field.
  16. Alexey A. Kasatkin
    USATU, GAMMETT, Russia,
    Constructing solutions of evolutionary fractional differential equations using invariant subspaces and symmetries.
  17. Raphail K. Gazizov,
    USATU, GAMMETT, Russia,
    Constructing solutions of evolutionary fractional differential equations using invariant subspaces and symmetries.
  18. Elena N. Karimova,
    USATU, GAMMETT, Russia,
    Classification of the linear wave equation with variable coefficients
  19. Vladimir A. Dorodnitsyn
    Institute of Applied Mathematics, Russia
  20. Larisa K. Parfenova,
    Novosibirsk State University, Russia
  21. Alvina A. Alexandrova,
    USATU, GAMMETT, Russia,
    Conservation laws of nonlinear heat and filtration equations
  22. Roman V. Kulikov
    USATU, GAMMETT, Russia,
    Investigation of symmetry properties of the generalized Webster equation
  23. Elena V. Makarevich,
    USATU, GAMMETT, Russia,
    Disturbances in the collapsing gas motion
  24. Vitaly A. Baikov,
    USATU, GAMMETT, Russia,
    Application of group methods to development of oil and gas fields in view of nonlinear filtering effects
  25. Andrei A. Yakovlev
    USATU, GAMMETT, Russia,
    The use of group methods for constructing solutions of the multiphase flow equation
  26. Irina S. Zheltova
    USATU, GAMMETT, Russia,
    Models of nonlinear filtration. Construction of exact and approximate invariant solutions
  27. Vera V. Kartak
    USATU, GAMMETT, Russia,
    The invariants of the Painleve equations
  28. Marcia Moremedi,
    University of South Africa, South Africa,
  29. Alexander Aksenov
    Moscow State University. MV Lomonosov, Russia
    Reduction of the boundary layer equations
  30. Masood Khalique,
    North-West University, Mafikeng Campus
    Conservation laws and double reductions for a system from application
  31. Inna Emelyanova,
    Nizhny Novgorod State University. N. Lobachevsky
  32. Colin Rogers,
    University of New South Wales, Australia,
    The Geometry of Complex-Lamellar Magnetohydrodynamics
  33. Maria Santos Bruzon,
    University of Cadiz, Spain,
  34. Maria Luz Gandarias,
    University of Cadiz, Spain,
  35. Mariano Torrisi,
    University of Catania, Italy,
  36. Rita Tracina,
    University of Catania, Italy,
  37. Igor Leite Freire; Professor, Universidade Federal do ABC (UFABC), Santo André, Brazil;
    Nonlinear self-adjointness and
    conservation laws for evolution equations up to fifth-order
  38. Georgy G. Yelenin, Moscow State University named after M.V. Lomonosov, Moscow, Russia;
    Investigation of symmetrically symplectic methods of molecular dynamics on
    exact solutions of modelling problems
  39. Alexander I. Kozlov
    IT Department, Commercial Bank "Soyuzny"
    An Exact Analytical Solution to Kuznetsov equation
  40. Rinad S. Yakushev, Kazan State University
  41. Reza Dastranj, Islamic Azad University, Karaj, Iran
  42. Ahmet Bakkaloglu, M.S.G.S.U Fen Ed. Fak. Matematik Bolumu Sisli Bomonti Istanbul, Turkey
  43. Özlem Orhan, Istanbul Technical University, Istanbul, Turkey;
    On the Lambda symmetry Classi cation of Fin Equation
  44. Gülden Gün, Istanbul Technical University, Istanbul, Turkey;
    On the Lambda symmetry Classi cation of Fin Equation
  45. Teoman Özer, Istanbul Technical University, Istanbul, Turkey;
    On the Lambda symmetry Classi cation of Fin Equation
  46. Muhammad Tahir Mustafa, Fahd University of Petroleum and Minerals, Dhahran, Saudi
    Arabia;
    Symmetry classification of heat equation on surfaces of revolution
  47. Ahmad Yousef Al-Dweik, Fahd University of Petroleum and Minerals, Dhahran, Saudi
    Arabia;
  48. Ilya Kovalenko, MSU, Russia;
    Computer simulation of protein-protein complex formation by Brownian and molecular dynamics
  49. Svetlana Kovalenko, MSU, Russia;
    Qualitative assessment of therapy in a non-linear distributed mathematical model of malignant cells growth