Zoya Izteleuovna Suleimenova has successfully defended her dissertation and obtained the degree of Doctor of Philosophy (PhD) in the educational program 8D05401 – Mathematics. Her research titled “On the asymptotic behavior of solutions to certain random parabolic equations and their systems, and issues of their averaging” represents a significant contribution to modern science.
🔹 The study covers stochastic analysis, probability theory, and random processes. The dissertation explores new models of parabolic equations and provides a comprehensive analysis of the asymptotic properties of their solutions. In addition, new mathematical models describing the evolution of magnetic fields are proposed.
🔹 As a result of the research, new generalizations of non-classical limit theorems were proven, making an important contribution to the theory of stochastic differential equations. The findings are also relevant for physics, hydromechanics, and applied mathematics.
This achievement is the result of dedication and hard work. We wish continued success and further scientific accomplishments!
📍This achievement is closely aligned with the United Nations Sustainable Development Goals (SDGs):
SDG 4 – Quality education and training of highly qualified specialists;
SDG 8 – Decent work and economic growth, contribution to professional development;
SDG 17 – Partnerships for achieving common goals.
Congratulations and best wishes for future success! ✨
Department of Computrational Sciences and Statistics
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