Course in Probability Theory and Mathematical Statistics

The book is based on the annual course of lectures that have been given by the author for a number of years at the Mathematics Department of the Mechanical and Mathematics Faculty of Moscow State University. The basic concepts and facts of probability theory are entered initially for the final scheme. The mathematical expectation, in the general case, is determined in the same way as the integral of the Lebeg, however, the reader does not have to know any preliminary information about the integration of the Lebeg.
The book contains the following sections: independent tests and chains of Markov, maximum theorems of Muavra - Laplass and Poisson, random quantities, characteristic and producing functions, the law of large numbers, central maximum theorem, basic concepts of mathematical statistics, testing statistical hypotheses, statistical Assessments, trusting intervals.
For students of junior courses of universities and pushes studying the theory of probabilities