A SCIENTIFIC SEMINAR WILL BE HELD UNDER THE DISSERTATION COUNCIL

on 27 April 2026 at 10:00, during an extended meeting of the Department of Mathematics and Mathematical Modelling, Faculty of Mathematics, Physics and Computer Science, a discussion will take place on the thesis «Boundary value problems with normal derivatives for the higher-order elliptic equations on a plane», prepared by Kuntuarova Arai Dovletbaevna for the degree of Doctor of Philosophy (PhD) in the specialisation «6D060100 – Mathematics».

 

The department meeting will take place in both offline and online formats.

The thesis was completed at the Abay Kazakh National Pedagogical University.

The language of the defence is Kazakh.

 

SCIENTIFIC ADVISERS:

Bakytbek Danebekovich Koshanov — Doctor of Physical and Mathematical Sciences, Professor, Chief Research Fellow at the Institute of Mathematics and Mathematical Modelling (Almaty, Kazakhstan);

 

Aitzhanov Serik Yersultanovich — Candidate of Physical and Mathematical Sciences, Associate Professor at the Faculty of Mechanics and Mathematics, Al-Farabi Kazakh National University (Almaty, Kazakhstan);

 

Soldatov, Alexander Pavlovich — Doctor of Physical and Mathematical Sciences, Professor at the National Research University ‘Moscow Engineering University’ (Moscow, Russian Federation).

 

OFFICIAL REVIEWERS:

Akhtay Birgebayev – University Professor, Candidate of Physical and Mathematical Sciences, Abay Kazakh National Pedagogical University (Almaty, Kazakhstan);

 

Zhienaliev Muvasharkhan Tanabaevich – Chief Research Fellow at the Institute of Mathematics and Mathematical Modelling, Doctor of Physical and Mathematical Sciences, Professor (Almaty, Kazakhstan).

 

Bayan Bekbolat – PhD, Head of the Department of Mathematics and Natural Sciences, School of Information Technology and Mathematics, SDU University.

Zoom:https://zoom.us/j/99291346450?pwd=DvpR24VM7H0GLVzHY8pQCxDLajJdu2.1

Conference ID: 992 9134 6450

Access code: 1234

Address: Almaty, 86 Tole Bi Street, Teaching Block No. 5, Lecture Theatre No. 322.