Demeubayeva Zhanar Y. 

Theme of the thesis

«Numerical computation of direct and inverse problems of magnetotellurics by adjoint method»

Scientific consultants from the Republic of Kazakhstan (with the academic titles and degrees, the names of the organization)

Temirbekov Nurlan Mukhanovich, Doctor of Physical and Mathematical Sciences, Professor, Hirsch Index-3, National Engineering Academy of the Republic of Kazakhstan, Vice President, Almaty
Scopus Author ID: 6506592930

Foreign scientific consultants (with the academic titles and degrees, the names of the organization)

Kabanikhin Sergey Igorevich, Doctor of Physical and Mathematical Sciences, Professor, Hirsch Index-15, Corresponding Member of the Russian Academy of Sciences,
Novosibirsk State University, Novosibirsk, RF
Scopus Author ID: 6602773229 

Main scientific results
  1. Application of the adjoint equation method for the inverse MTS problem
  2. Numerical solution of the inverse MTS problem by the gradient iterative method
  3. Application of the Gelfand-Levitan integral equation for solving the inverse coefficient problem.
  4. Development of a discrete analogue of the inverse MTS problem.

Direct result

Scientific works
  1. Temirbekov N.M., Kabanikhin S.I., Temirbekova L.N., Demeubayeva Zh.E. “Gelfand-Levitan integral equation for solving coefficient inverse problem”. International scientifically-technical journal herald to National Engineering Academy of the Republic of Kazakhstan, No. 3(85), (2022): p.158-167.  \\https:/doi.org/10.47533/2020.1606-146X.184

Hirsch index

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Funded research projects

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Level of foreign language

IELTS-6.5