Über den Studiengang
70540101- Mathematics (in areas (probability theory and mathematical statistics)) master's degree specialty in education "Natural Sciences, Mathematics and Statistics", which covers issues of state statistical agencies, research institutes, sectors of higher and secondary education. Upon completion of the educational direction, the graduate is awarded the qualification of a mathematician.
|
Credit |
Total teaching hours |
Of these, classroom hours |
Course work |
Qualificayion practices |
Independent education |
||||
|
Total |
Lecture |
Practical lessons |
Laboratory training |
Seminars |
|||||
|
120 |
3600 |
750 |
340 |
- |
- |
410 |
1 |
216 |
2850 |
At the 1st stage, the methodology of scientific research, the theory of measures and integrals, the theory of operators in Banach spaces, and modern methods of mathematical physics are taught in Uzbek.
At the 2nd stage, all subjects are taught in Uzbek.
After successful completion of 2 years of study, a mathematician qualification is awarded.
Training is conducted using a credit-module system. 1 credit is 30 academic hours.
The transition from course to course is determined at the end of each academic year using the GPA index
At the end of the educational program, final state certification tests are conducted.
Practical classes and laboratory work in subjects related to the specialty included in the curriculum can be conducted at the university, as well as in basic organizations and enterprises.
Mathematics (in areas (probability theory and mathematical statistics))
|
№ |
Discipline qualification code |
Names of academic subjects,blocks and activities |
General study load |
Dedicated loans |
|
1st year |
||||
|
Required subjects |
||||
|
5 |
MMAT1102 |
Research methodology |
120 |
4 |
|
6 |
MMAT1205 |
Theory of measures and integrals |
120 |
4 |
|
7 |
MMAT1305 |
Theory of operators in Banach spaces |
180 |
6 |
|
8 |
MMAT1405 |
Modern methods of mathematical physics |
180 |
6 |
|
2nd year |
||||
|
|
||||
|
Elective subjects |
||||
|
11 |
MENS2115 |
Limit theorems for random variables |
240
|
8 |
|
12 |
MENS2125 |
Current mathematics |
||
|
13 |
MENS2215 |
Asymptotically statistical consequence |
240
|
8 |
|
14 |
MENS2225 |
Asymptotic properties |
||
|
15 |
MENS2315 |
Limit theorems in functional space |
240
|
8 |
|
16 |
MENS2325 |
Convergence of probability distributions |
||
|
17 |
MENS3415 |
Analysis of statistical data |
240
|
8 |
|
18 |
MENS3425 |
Time series analysis |
||
|
19 |
MENS3515 |
Random processes and thir applications |
240 |
8 |
|
20 |
MENS3525 |
Modeling of economic processes |
||
Vacation time:
1. 1st year:
From 4 weeks of December to 1 week of January (12/25/2023-01/07/2024 for 2024)
From the 1st week of June to September (06/10/2024-09/02/2024 for 2024)
2. 2nd year:
From 4 weeks of December to 1 week of January (12/25/2024-01/07/2025 for 2025)
From the 1st week of July to September (07/01/2025-09/02/2025 for 2025)
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