Amaliy matematika

学士全日制 4年

专业介绍

60540200 Applied mathematics

Students studying in this field learn applied mathematics and programming. In the end, they graduate as applied mathematicians, computer scientists, pedagogues.

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
240	7200	2730	1110	1380	30	150	3	630	3390

In the 1st stage, the latest history of Uzbekistan, Philosophy, Uzbek (Russian) language, Foreign language,

Religion, General pedagogy. Psychology, General Physics, are taught in Uzbek. Specialized subjects Linear Algebra and Analytical Geometry, Discrete Mathematics and Mathematical Logic, Mathematical Analysis, Algorithmic Languages and Programming are taught in English.

Qualification practices are held in base organizations and enterprises from the 3rd stage.

In the 2nd, 3rd, and 4th stages, all subjects are taught in the Uzbek language, except for specialized subjects. Specialized subjects are taught entirely in English.

After successful completion of 4-year studies, applied mathematician, informatics, pedagogic 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.

Components of the educational process	Number of weeks	Semester
Theoretical and practical education	105	1-7
Attestations	14	1-8
Register to choose subjects	4	1,3,5,7
Practice	21	2,4,6,8
Final state certifications	4	8
Vacation weeks	41	1-8
Calculation of GPA	3	2,4,6
Total	204

№	Qualification code of science	Names of academic subjects, blocks and activities	Total load size	Allocated credit
1st course
Compulsory subjects
	UYTB104	The latest history of Uzbekistan	120	4
	URTB106	Uzbek (Russian) language	120	4
	XJTB104	Foreign language	120	4
	UFZB104	General physics	120	4
	AAGB110	Linear algebra and analytic geometry	300	10
	DMM110	Discrete mathematics and mathematical logic	300	10
	MANB117	Mathematical analysis	360	12
	ATDB120	Algorithmic languages and programming	300	10
	MAB121	Qualifying practice	60	2
2nd course
Compulsory subjects
	FALB204	Philosophy	120	4
	DINB204	Religious studies	120	4
	MANB117	Mathematical analysis	150	5
	ATDB120	Algorithmic languages and programming	300	10
	FANB204	Functional analysis	120	4
	DFTB206	Differential equations	180	6
	ABSB206	Algorithms and Data Structure*	180	6
	ENMB209	Probability theory and mathematical statistics	270	9
	NZMB206	Theoretical mechanics	180	6
	MAB121	Qualifying practice	60	2
3nd course
Compulsory subjects
	UPPB308	General pedagogy. Psychology	240	8
	MIMB306	Methodology of teaching mathematics and informatics	180	6
	MFTB305	Mathematical physics equations	150	5
	MMLB310	Mathematical modeling	300	10
	JTOB305	Process research and optimal management	150	5
	KMTB306	Computerized mathematical systems	180	6
	MAB121	Qualifying practice	60	2
Elective subjects
	KGRB305	Computer graphics	150	5
	KTQB305	Computer networks
	TMBB305	Network management
	KOMB304	Computer mathematics	120	4
	EMAB304	Elementary mathematics
	RATB304	Digital and information technologies
	PDTB305	Python programming language*	150	5
	RABB305	Digital marketing
	KLIB305	Computational Linguistics
	BEBB304	Data base	120	4
	SONB304	Number theory
	OYNB304	Theory of games
	TTYB304	Methods of solving mesh equations	120	4
	ONTB304	Operating Systems*
	CYeUB304	Finite element method
	MTXB304	Multimedia technologies	120	4
	BTTB304	Cloud Technologies*
	GRNB304	Graph theory
4th course
Compulsory subjects
	SUSB406	Numerical methods	180	6
	KUFB406	Theory of complex variable functions	180	6
	MAB121	Qualifying practice	450	15
Elective subjects
	WDTB407	Computerized mathematical systems	210	7
	AMDB407	Actual problems of applied mathematics
	TMMB407	Mathematical modeling in natural sciences
	NTMB405	Incorrect and reverse problems	150	5
	ALLB405	Designing algorithms
	HMZB405	Modern methods of computational mathematics