1. 
Title of the discipline (basic disciplines)

ADDITIONAL CHAPTERS OF THE PROBABILITY THEORY

2. 
Course of Study

Course 4, specialty Mathematics (economic activities)

3. 
Semester of training

8 
4. 
Amount of credits

4 
5. 
Full name of the lecturer

Stashulenok Sergei Pavlovich

6. 
Objectives of studying the discipline

To supplement the knowledge base and skills of students in the field of probability theory and mathematical statistics, indepth acquaint students with the basic principles of probability theory and examples of their applications further formation of students’ skills in abstract mathematical thinking and the ability to apply it in specific tasks, enhancing their mathematical culture As a result of the study, the student should be able to: use the basic laws of random phenomena; apply methods of probability theory in mathematical statistics and other sciences; 
7. 
Prerequisites

Algebra and number theory, 
8. 
Contents of the discipline

Section 1. BASICS OF THE THEORY OF RANDOM PROCESSES.

9. 
Recommended literature

Main literature: 1. Borovkov AA Probability Theory. M .: Nauka, 1986. 2. Wentzel A.D. Course of the theory of random processes. – Moscow: Nauka, 1978. 3. Gikhman II, Skorokhod AV, Yadrenko MI Theory of Probability and Mathematical Statistics. Kiev: Vishcha Shk., 1979. 4. Gnedenko B. V. Course of the theory of probability. Moscow: Nauka, 1988. 5. Zueў M. M., Syachko Str. Ul. Theory is the iMateNastse i i matematichnaya statyshka. Mazyr: Belaetser, 2000. 6. Ivchenko GI, Medvedev Yu. I. Mathematical statistics. М: Высш. shk., 1984. 7. Lazakovich NV, Stashulyonok SP, Yablonsky O.L. Theory of Probability: A Textbook. – 3rd ed., With modified. – Minsk: BSU, 2013. 8. Rozanov Yu. A. The theory of probability, random processes, mathematical statistics. Moscow: Nauka, 1985. 9. Sevastyanov BA Course of the theory of probability and mathematical statistics. Moscow: Nauka, 1982. 10. Chistyakov VP Course of the theory of probability. M .: Nauka, 1987. 11. Shiryaev AN Probability. M .: Nauka, 1989. Additional literature: 12. Bolshev LN, Smirnov NV Tables of mathematical statistics. Moscow: Nauka, 1983. 13. AN Kolmogorov, Basic concepts of the theory of probability. Moscow: Nauka, 1974. 14. Kramer G. Mathematical methods of statistics. Moscow: The World, 1976. 15. VM Kruglov. Additional chapters of the theory of probability. М: Высш. shk., 1984. 16. Lazakovich NV, Stashulyonok SP, Yablonsky O.L. Course of probability theory: an electronic textbook. – Minsk: Ebook of the Belarusian State University, 2003. 17. Leman E. Testing of statistical hypotheses. Moscow: Nauka, 1964. 18. Partasarati K. Introduction to probability theory and measure theory. Moscow: Mir, 1983. 19. Feller V. Introduction to the theory of probability and its applications. М .: Мир, 1984.Т.1,2. 20. PA Henneken and A. Tortra, Theory of Probability and some of its applications. Moscow: Nauka, 1974. Collected problems on the discipline “Theory of Probability and Mathematical Statistics”: 21. Zhdanovich VF, Lazakovich NV Radyno N.Ya. Tasks for laboratory work on the course of probability theory and mathematical statistics in two parts. Part 1. Minsk, 1998. 22. Zhdanovich VF, Lazakovich N.V. Radyno N.Ya., Stushulenok S.P. Tasks for laboratory work on the course of probability theory and mathematical statistics in two parts. Part 2. Minsk, 1999. 23. Meshalkin L.D. A collection of problems in probability theory. M: MSU, 1963. 24. Prokhorov AV, Ushakov VG, Ushakov NG Problems on the theory of probability: Basic concepts. Limit theorems. Random processes. M: Science, 1986. 25. Sevastyanov BA, Chistyakov VP, Zubkov AM Collection of problems in probability theory. M: Science, 1989. 26. Theory of Probability: a Workshop: Textbook. allowance for university students. specialist. : at 2 pm Part 1 / [aut .: NV Lazakovich, EM Radyno, SP Stashulyonok, SL Shtin, O.L. Yablonsky]; Ed. NV Lazakovich. – Minsk: BSU, 2011. – 147 p.27. Theory of Probability: Workshop: Textbook. allowance for university students. specialist. : at 2 pm Part 2 / [aut .: N. V. Lazakovich, E. M. Radyno, S. P. Stasulenok, A. G. Yablonskaya, O.L. Yablonsky]; Ed. NV Lazakovich. – Minsk: BSU, 2014. 175s. Reference literature: 28. Prokhorov Yu.V., Rozanov Yu.A. Probability theory. M .: Nauka, 197329. A handbook on probability theory and mathematical statistics. Korolyuk VS, Portenko NI, Skorokhod AV, Turbin AFM: Science, 1985. 
10. 
Teaching Methods

interactive methods of teaching (working in small groups (team), problem training) are organized taking into account the inclusion in the learning process of all students of the group. Joint activity means that each student makes his own individual contribution, in the course of the work there is an exchange of knowledge, ideas, methods of activity. Organized individual, steam and group work. Interactive methods are based on the principles of interaction, activity of trainees, reliance on group experience, mandatory feedback

11. 
Language of instruction

Russian

12. 
Conditions (requirements), routine monitoring

– test;

13. 
Appraisal Form

credit
