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Mathematics
Form of study: full-time
Degree awarded: Bachelor
Languages of instruction: Uzbek, Russian
Program code: 60540100
Program duration: 4 years
Program name: Mathematics

The Mathematics program requires a student to accumulate 30 credits per semester and 60 credits per academic year. The duration of study is 4 years, and the student must earn a total of 240 credits by the end of the program.

For a student, one ECTS credit corresponds to 30 academic hours, and the annual academic workload of 60 credits consists of 1800 academic hours. Of these, 50% are classroom hours and 50% are independent study hours. The volume of credits that a student must complete during a semester includes mandatory and elective courses specified in the course catalog.

60540100 – Mathematics is a bachelor’s degree program that includes teaching subjects related to the field in general secondary, specialized secondary, and vocational educational institutions; it covers a range of professional areas related to complex tasks in the Academy of Sciences of the Republic of Uzbekistan, industry research institutes, state administration bodies, as well as state and non-state institutions of general secondary and vocational education.

Types of professional activities for graduates of the 60540100 – Mathematics program:

    The bachelor’s degree program involves teaching subjects related to the field in general secondary, specialized secondary, and vocational educational institutions; it encompasses a range of professional areas related to complex tasks in the Academy of Sciences of the Republic of Uzbekistan, industry research institutes, state administration bodies, as well as state and non-state institutions of general secondary and vocational education. Types of professional activities include:
    • Research;
    • Pedagogical (in the system of general secondary, specialized secondary, and vocational education);
    • Organizational and managerial;
    • Project-based;
    • Production;
    • Scientific-pedagogical and pedagogical activities in educational institutions (as per established procedures).

Graduates of the Mathematics program can continue their studies in master’s programs in specialties designated by the Ministry of Higher and Secondary Specialized Education of the Republic of Uzbekistan within the specified timeframes.

1st Academic Year / 1st Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.01 O‘YT1104 Modern History of Uzbekistan 120 4 Mandatory Course
1.02 O’RT1104 Uzbek (Russian) Language 120 4 Mandatory Course
1.04 UPS11206 General Psychology 180 6 Mandatory Course
1.05 ANG11210 Analytical Geometry 180 6 Mandatory Course
1.06 ALG112317 Algebra 120 4 Mandatory Course
1.07 MAN1123424 Mathematical Analysis 180 6 Mandatory Course
Total: 900 30

1st Academic Year / 2nd Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.03 FAL11204 Philosophy 120 4 Mandatory Course
1.05 ANG11210 Analytical Geometry 180 6 Mandatory Course
1.06 ALG112317 Algebra 180 6 Mandatory Course
1.07 MAN1123424 Mathematical Analysis 180 6 Mandatory Course
1.08 DIN1204 Religious Studies 120 4 Mandatory Course
1.09 DAS1204 Fundamentals of Programming 120 4 Mandatory Course
Total: 900 30

2nd Academic Year / 3rd Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.06 ALG112317 Algebra 180 6 Mandatory Course
1.07 MAN1123424 Mathematical Analysis 180 6 Mandatory Course
1.10 MAM1305 Media Literacy and Information Culture 120 4 Mandatory Course
1.11 UPE13407 General Pedagogy 120 4 Mandatory Course
1.12 DFG13409 Differential Geometry and Topology 180 6 Mandatory Course
1.13 DFT1208 Differential Equations 120 4 Mandatory Course
Total: 900 30

2nd Academic Year / 4th Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.07 MAN1123424 Mathematical Analysis 120 4 Mandatory Course
1.11 UPE13407 General Pedagogy 120 4 Mandatory Course
1.12 DFG13409 Differential Geometry and Topology 120 4 Mandatory Course
1.13 DFT1208 Differential Equations 120 4 Mandatory Course
1.14 MO’M1404 Methods of Teaching Mathematics 120 4 Mandatory Course
1.16 ENMS14508 Probability Theory and Mathematical Statistics 120 4 Mandatory Course
Total: 720 24

3rd Academic Year / 5th Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.15 NZM14504 Theoretical Mechanics 120 4 Mandatory Course
1.16 ENMS14508 Probability Theory and Mathematical Statistics 120 4 Mandatory Course
1.17 MFT15610 Equations of Mathematical Physics 120 4 Mandatory Course
1.18 KUF15610 Theory of Functions of a Complex Variable 180 6 Mandatory Course
1.19 FAN15610 Functional Analysis 120 4 Elective Course
2.01 KSXTECTS2304 Foreign Language in Professional Field (ECTS) 120 4 Elective Course
2.02 JTECTS2304 Physical Education (ECTS) 120 4 Elective Course
Total: 900 30

3rd Academic Year / 6th Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.17 MFT15610 Equations of Mathematical Physics 120 4 Mandatory Course
1.18 KUF15610 Theory of Functions of a Complex Variable 120 4 Mandatory Course
1.19 FAN15610 Functional Analysis 120 4 Mandatory Course
2.03 MFO’TL2306 Technologies of Teaching Mathematics and Design 180 6 Elective Course
2.03 FQIA2306 Fourier Series and Integral Transforms 180 6 Elective Course
2.04 EM2306 Elementary Mathematics 180 6 Elective Course
2.04 MMIDE2306 Modern Methods of Solving Integral and Differential Equations 180 6 Elective Course
Total: 720 24

4th Academic Year / 7th Semester

Course Code Qualification Code Course Name Hours Credits Course Type
1.20 VHO17804 Calculus of Variations and Optimization Methods 120 4 Mandatory Course
1.21 IT1704 Inclusive Education. Hospital Pedagogy 120 4 Mandatory Course
1.22 UT1704 Trends and Modern Approaches in Continuous Education 120 4 Mandatory Course
2.05 MP2406 Mathematical Practicum 180 6 Elective Course
2.05 QMOM2406 Entertaining Mathematics and Olympiad Problems 180 6 Elective Course
2.06 LMI2404 Working in the LaTeX Editor 120 4 Elective Course
2.06 DMMM2404 Discrete Mathematics and Mathematical Logic 120 4 Elective Course
2.07 GN2404 Graph Theory and Its Applications 120 4 Elective Course
2.07 SNZM2404 Modern Problems of Number Theory 120 4 Elective Course
2.08 SHU2404 Numerical Methods of Computation 120 4 Elective Course
2.08 IMM2404 Economic-Mathematical Models 120 4 Elective Course
Total: 900 30

4th Academic Year / 8th Semester

Course Code Qualification Code Course Name Hours Credits Course Type
—- Qualification and Pedagogical Practice 30 Mandatory Course
Total:

Jizzakh State Pedagogical University offers a carefully designed educational system that allows you to gradually acquire the necessary knowledge and practical skills in your chosen field. During the learning process, theoretical classes are harmoniously combined with practical ones, and each subject topic is reinforced through real-world examples, experiments, and discussions.
Classes are conducted by qualified professors and teachers. A modern library, electronic platforms, laboratory equipment, multimedia classrooms, and experimental schools provide the infrastructure for quality education. Here, you will not only deeply master the fundamentals of the disciplines but also develop skills such as independent thinking, teamwork, problem-solving, delivering presentations, and effective communication.
In addition to education, you have the opportunity to participate in various scientific-practical conferences, competitions, clubs, and projects, which contribute to your personal and professional development. If the field you have chosen is important and interesting to you, Jizzakh State Pedagogical University provides all the conditions for in-depth study, gaining experience, and advancing in your professional career.

Class Type and Assessment Method

Class Type 1st Semester Assessment Point Distribution
Lecture Classes 30 hours Interim Assessment 20 points
Practical Classes 16 hours Continuous Assessment 10 points
Laboratory Classes 46 hours Continuous Assessment 10 points
Independent Study 90 hours Continuous Assessment 10 points
Final Assessment 50 points
Class Type 2nd Semester Assessment Point Distribution
Lecture Classes 30 hours Interim Assessment 20 points
Practical Classes 16 hours Continuous Assessment 10 points
Laboratory Classes 44 hours Continuous Assessment 10 points
Independent Study 90 hours Continuous Assessment 10 points
Final Assessment 50 points

Conversion Table from 5-Point Scale to 100-Point Scale

5-Point Scale 100-Point Scale
5.00 — 4.96 100
4.95 — 4.91 99
4.90 — 4.86 98
4.85 — 4.81 97
4.80 — 4.76 96
4.75 — 4.71 95
4.70 — 4.66 94
4.65 — 4.61 93
4.60 — 4.56 92
4.55 — 4.51 91
4.50 — 4.46 90
4.45 — 4.41 89
4.40 — 4.36 88
4.35 — 4.31 87
5-Point Scale 100-Point Scale
4.30 — 4.26 86
4.25 — 4.21 85
4.20 — 4.16 84
4.15 — 4.11 83
4.10 — 4.06 82
4.05 — 4.01 81
4.00 — 3.96 80
3.95 — 3.91 79
3.90 — 3.86 78
3.85 — 3.81 77
3.80 — 3.76 76
3.75 — 3.71 75
3.70 — 3.66 74
3.65 — 3.61 73
5-Point Scale 100-Point Scale
3.60 — 3.56 72
3.55 — 3.51 71
3.50 — 3.46 70
3.45 — 3.41 69
3.40 — 3.36 68
3.35 — 3.31 67
3.30 — 3.26 66
3.25 — 3.21 65
3.20 — 3.16 64
3.15 — 3.11 63
3.10 — 3.06 62
3.05 — 3.01 61
3.00 60
Less than 3.0 Less than 60