The effect of pharmaceutical ingredients on representatives of aguatic biota [Text] : dis. ... doctor of Philosophy (PhD) : 6D060800 - Ecology / B. N. Aubakirova ; scientific supervisors: M. R. Khanturin, R. R. Beisenova, A. B. Boxall; L. N. Gumiloyov Eurasion National University... – Astana : [s. n.], 2017. - 141 s. . – Bibliogr.: p. 76-106 . – [n. c.] (hardcover) : 100 tg.
The aim of the present thesis was to develop a method and to determine the priority pharmaceutical ingredients in the surface waters of Kazakhstan and conduct a study to assess the effect of antibiotics on representatives of aguatic biota
The methodology of Using active learning methods in teaching mathematical analysis courses to students [Text] : Dis. ... Dr. of philosophy (PhD) : 6D010900 - Mathematics / A. Abdullah ; scientific advisers: N. Balta, A. Ahmedov ; Suleyman Demirel University... – Kaskelen : [n. s.], 2022. - 131 p.+ 1 electronic optical disk (CD-ROM) . . – References: p. 107-120 . – [n. c.] : 0 tg.
The method of heat polynomials and special functions for the problem of heat equation in regions with free boundaries and their application [Text] : dissertation... for the degree of Doctor of Philosophy (PhD) in the specialty :
6D070500 - Mathematical and Computer Modeling / T. A. Nauryz ; supervisors: S. N. Kharin, B. Miedzinski ; Al-Farabi Kazakh Nationak University ; Institute of Mathematics Modeling... – Almaty : [s. n.], 2022. - 117 p.+ 1 electronic optical disk (CD-ROM) . . – References: p. 108-111 . : 0 tg.
For spherical one and two-phase Stefan problem heat polynomials and special function (integral error function) will be used for solution. For generalized heat problems special function method (Laguerre polynomials and congruent hypergeometric functions) will be considered. In spherical Stefan problem radial heat polynomials are also effective