Mathematics
Bachelor's
Mathematics
Training of highly qualified specialists combining in-depth knowledge of mathematics with the skills of creative thinking, research activities that are able to independently formulate new goals, tasks of scientific research, evaluate the innovative potential of scientific development. That is, the program aims to prepare a full-fledged participant in the research process.
Degree
Bachelor of Natural Sciences
Program length
4 years
ECTS
240
Required level of English
A2 (Pre-Intermediate)
Program description
The specialty (training direction) allows you to obtain fundamental knowledge in the field of mathematics, on which a wide range of professions is based: scientists and researchers in the field of mathematics; developers of mathematical models; analysts; programmers; mathematicians in applied fields, especially in economics, finance, business, medicine, science and engineering. The program is designed to encourage both breadth and depth of knowledge in Mathematics.
Learning outcomes
- Knows how to use fundamental knowledge in the field of mathematical analysis, complex and functional analysis, algebra, analytical geometry, differential geometry and topology, differential equations, discrete mathematics and mathematical logic, probability theory, mathematical statistics and random processes, numerical methods, theoretical mechanics in the future professional the activities;
- Аble to solve standard tasks based on information and bibliographic culture with the use of information and communication technologies and taking into account the basic requirements of information security;
- Аble to find, analyze, use in practice mathematical algorithms; to formulate and solve problems in the field of natural sciences.
Compulsory & elective modules (courses)
Compulsory courses:
Mathematical analysis 1-4
Linear Algebra and Analytic Geometry
Programming Technologies for Mathematics
Modern History of Kazakhstan
Information and Communication Technologies
Additional chapters of linear algebra
Discrete mathematics
Ordinary differential equations
Algebra
Physics
Abstact Algebra
Philosophy
Introduction to real analysis
Introduction to Numerical Analysis
Mathematical Statistics & Theory of Probability 1-2
Complex analysis
Module of Social and Political Knowledge (Political Science)
Module of Social and Political Knowledge (Sociology)
Module of Social and Political Knowledge (Cultural Studies)
Module of Social and Political Knowledge (Psychology)
Methods of Scientific research
Diploma preparation
Pregraduational practice
Elective courses:
Introduction to Algorithms
Introduction to Machine Learning
Data wrangling and visualization
Collective Intelligence
Engineering and computer graphics
Computer vision
Introduction to Natural Language Processing
Equations of mathematical physics
Differential geometry and topology
Introduction to partial differential equations
Topics in Algebra
Logic and Model theory
Topics in combinatorics
Numerical methods for differential equations
Cryptography
Functional analysis
Variation theory and methods of optimization
Number theory
Theory of interest rates and random processes in life insurance
Actuarial principles and their applications
General insurance and reinsurance part 1
Life and health insurance part 1
Pension benefits and social insurance
Insurance companies and pension funds: financing and investment (CFA I level)
Enumerative Combinatorics
Theory of interest rates and random processes in life insurance
Actuarial principles and their applications
Measure theory and integration
Graduation thesis
State exams
Employability
Business Finance (Actuaries, Financiers ) Energy and the Environment Mathematical and statistical modelling of populations can help scientists work out what actions to take to protect a species under threat. Computer science Instructor etc.
Program Coordinator
MSc. Farukh Mashurov
farukh.mashurov@sdu.edu.kz
