应用数学（按活动领域）

硕士全日制 2年

专业介绍

Graduates studying in this field study applied mathematics and programming. In the end, he will graduate as a researcher-pedagogue.

Credit	Total hours	Auditorium hour					Course work	Qualifying practice	Independent education
Credit	Total hours	Total	Lecture	Practical	Laboratory	Seminar	Course work	Qualifying practice	Independent education
120	3600	900	404	406	0	0	2	78	900

At the 1st stage, Scientific Research Methodology, Computer Technologies in Mathematical Modeling, Differential Circuit Theory, Modern Mathematical Problems of Natural Science, Supercomputer Modeling and Technologies, Network Technologies and Administration, GNU/LINUX Software Interface, Software Engineering, Computing Methods for Incorrect and Inverse Problems, Interactive Science computer science is taught in English.

Qualification practices are held at the end of the 2nd stage in base organizations and enterprises.

In the 2nd stage, the teaching methodology of special subjects, finite element method, methods of solving grid equations, Python libraries, intellectual analysis of data are conducted in Uzbek or English. Specialized subjects are taught entirely in English.

After successful completion of 2-year study, researcher-pedagogue specialty is awarded.

Education is conducted in the credit-module system. 1 credit is 30 academic hours.

Transfer from course to course is determined by the GPA index at the end of each academic year.

At the end of the educational program, Final State Certification tests are held.

Practical classes of programming subjects included in the curriculum are held in small groups depending on the number of masters.

Components of the educational process	Number of weeks	Semester
Theoretical and practical education	45	1-3
Attestations	12	1-4
Register to choose subjects	3	1,2,3
Practice	16	4
Final state certifications	4	4
Vacation weeks	18	1-4
Calculation of GPA	2	2,4
Total	100

№	Qualification code of science	Names of academic subjects, blocks and activities			Total load size		Allocated credit
1st course
Compulsory subjects
1.	ITM1102		Methodology of scientific research	60		2
2.	MMKT1210		Computer technologies in mathematical modeling	300		10
3.	ASN1208		Theory of differential circuits	240		8
4.	TZMM1110		Modern mathematical problems of natural science	300		10
Elective subjects
5.	SMvaT2204		Supercomputer modeling and technologies	120		4
6.	TTvaA2204		Network technologies and administration
7.	GLDI2204		GNU/LINUX software interface	120		4
8.	DasI2204		Software engineering
9.	NTMHU2204		Calculation methods for incorrect and inverse problems	120		4
10.	IIHT2204		Interactive scientific computing systems
Scientific activity
11.			Preparation of research work and master's thesis	300		10
12.			Scientific and pedagogical work	240		8
2st course
Compulsory subjects
1.	MFO’M1310		Methodology of teaching special subjects	300		10
Elective subjects
2.	ChEU2304		Finite element method	120		4
3.	TTYU2304		Methods of solving grid equations
4.	PytK2304		Python libraries	120		4
5.	BIT2304		Intellectual analysis of givens
Scientific activity
6.			Preparation of research work and master's thesis	780		26
7.			Scientific and pedagogical work	300		10
8.			Scientific practice (internship)	180		6