PhD in Mathematical and Computer Modelling 36 months PHD Program By Al-Farabi Kazakh National University |Top Universities
Subject Ranking

# 251-300QS Subject Rankings

Program Duration

36 monthsProgram duration

Main Subject Area

MathematicsMain Subject Area

Program overview

Main Subject

Mathematics

Degree

PhD

Study Level

PHD

Study Mode

On Campus

The program is aimed at training highly qualified scientific and pedagogical and scientific professionals who are competitive in the domestic and international labor market according to their needs and development prospects of the country and region. The educational program is focused on the formation of students' deep knowledge in the field of applied mathematics and modern computer technologies, development of research skills, and pedagogical activities at university and research institutes. The following training directions are provided: Mathematical modeling of physical processes; Mathematical modeling in the field of biomedical engineering; Mathematical modeling of stochastic processes in finance; Mathematical modeling in the field of chemical engineering; Modeling of nonlinear dynamics of deformable media; Mathematical and computer modeling of complex systems; Mathematical modeling of thermodynamic processes in hydro-aerodynamics.
ON1. Conduct scientific research and obtain new fundamental and applied results, plan scientific and analytical research in accordance with the approved direction of research in the field of specialization.
ON2. Use the concepts, mechanisms and patterns of physical, chemical and technological, natural, biological and random processes when developing conceptual and theoretical models of scientific problems solved.
ON3. Use multiprocessor computing techniques and methods of mathematical, numerical and computer modeling during the analysis and solution of applied and engineering problems, exposing the use of skills to expand their knowledge based on information and educational technologies.
ON4. Create a project and develop recommendations for the implementation of research results in the production and financial industries by methods of mathematical modeling and numerical experiments.
ON5. Carry out an in-depth analysis of the problems, statement and justification of the problems, reveal their natural and scientific content during scientific and research activities, involve the corresponding mathematical apparatus for their solution.
ON6. create mathematical and computer models to solve the problems of biomedical processes, processes of physical chemistry, kinetics, financial processes, dynamics of multiphase turbulent flows.
ON7. Analyze, develop and conduct numerical experiments of constructed mathematical models of industrial, technological, non-stationary physical, chemical, biological, financial processes.
ON8. Develop stochastic finance models; choose approximate methods to model turbulence and techniques for closing the governing equations using a semi-empirical theory.
ON9. Conduct scientific research in the field of mathematical and computer modeling of temperature phenomena, complex systems, thermomechanical processes, as well as apply stochastic and simulation systems to solve research and applied problems.
ON10. Conduct research and experiments to apply mathematical and numerical tools of fundamental knowledge on numerical methods, financial mathematics, computational fluid dynamics, mechanics, turbulence modeling, physical, biomedical, and nonlinear technological processes and complex systems for solving applied problems.
ON11. Develop educational materials, educational and methodical complexes of disciplines in the field of mathematical and computer modeling, modern numerical methods; develop and introduce new innovative education technologies to pedagogical practice.
ON12. Carry out research with foreign partners in order to prepare results for the implementation of interstate programs in the field of mathematical modeling, mathematics and mechanics; participate in scientific seminars and conferences, maintain international communication with scientific community; work as a team, tolerate social, ethnic, religious and cultural differences, critically evaluate individual and team activities, identify ways and choose the means for self-development and enhancing skills.

Program overview

Main Subject

Mathematics

Degree

PhD

Study Level

PHD

Study Mode

On Campus

The program is aimed at training highly qualified scientific and pedagogical and scientific professionals who are competitive in the domestic and international labor market according to their needs and development prospects of the country and region. The educational program is focused on the formation of students' deep knowledge in the field of applied mathematics and modern computer technologies, development of research skills, and pedagogical activities at university and research institutes. The following training directions are provided: Mathematical modeling of physical processes; Mathematical modeling in the field of biomedical engineering; Mathematical modeling of stochastic processes in finance; Mathematical modeling in the field of chemical engineering; Modeling of nonlinear dynamics of deformable media; Mathematical and computer modeling of complex systems; Mathematical modeling of thermodynamic processes in hydro-aerodynamics.
ON1. Conduct scientific research and obtain new fundamental and applied results, plan scientific and analytical research in accordance with the approved direction of research in the field of specialization.
ON2. Use the concepts, mechanisms and patterns of physical, chemical and technological, natural, biological and random processes when developing conceptual and theoretical models of scientific problems solved.
ON3. Use multiprocessor computing techniques and methods of mathematical, numerical and computer modeling during the analysis and solution of applied and engineering problems, exposing the use of skills to expand their knowledge based on information and educational technologies.
ON4. Create a project and develop recommendations for the implementation of research results in the production and financial industries by methods of mathematical modeling and numerical experiments.
ON5. Carry out an in-depth analysis of the problems, statement and justification of the problems, reveal their natural and scientific content during scientific and research activities, involve the corresponding mathematical apparatus for their solution.
ON6. create mathematical and computer models to solve the problems of biomedical processes, processes of physical chemistry, kinetics, financial processes, dynamics of multiphase turbulent flows.
ON7. Analyze, develop and conduct numerical experiments of constructed mathematical models of industrial, technological, non-stationary physical, chemical, biological, financial processes.
ON8. Develop stochastic finance models; choose approximate methods to model turbulence and techniques for closing the governing equations using a semi-empirical theory.
ON9. Conduct scientific research in the field of mathematical and computer modeling of temperature phenomena, complex systems, thermomechanical processes, as well as apply stochastic and simulation systems to solve research and applied problems.
ON10. Conduct research and experiments to apply mathematical and numerical tools of fundamental knowledge on numerical methods, financial mathematics, computational fluid dynamics, mechanics, turbulence modeling, physical, biomedical, and nonlinear technological processes and complex systems for solving applied problems.
ON11. Develop educational materials, educational and methodical complexes of disciplines in the field of mathematical and computer modeling, modern numerical methods; develop and introduce new innovative education technologies to pedagogical practice.
ON12. Carry out research with foreign partners in order to prepare results for the implementation of interstate programs in the field of mathematical modeling, mathematics and mechanics; participate in scientific seminars and conferences, maintain international communication with scientific community; work as a team, tolerate social, ethnic, religious and cultural differences, critically evaluate individual and team activities, identify ways and choose the means for self-development and enhancing skills.

Admission Requirements

6+
87+

3 Years
Sep

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