1.    Page 5 line 4 - should be B_i instead of B_m
2.    Page 11 - The proof of Cauchy-Schwarz inequality can be done in the same
      way as in Thm 1.34
3.!!  Page 21 - Theorem 1.47 part 1 - should be a condition on the positivity
      of probabilities of hitting rectangles, instead of simple monotinicity
                             part 2 - the limit should be as at least one coordinate
      tends to -\infty (not necessary for all the coordinates to tend to -\infty)
4.!!  Page 32 - de Moivre-Laplace Theorem - should be (exp( ...) + \delta_n(k)) instead
      of exp(...)(1 + \delta_n(k)). The same thing in two places on the next page
5.    Page 36 - Problem 7 - better say: The voting machines recorded 520000 votes for
      the first candidate and 480000 for the second one.
6.!   Page 36 - Problem 8 - is there a solution in the closed form?
7.    Page 56 - Problem 1 - better use the words random variables
8.    Chapter 21 - maybe need to be more careful with the assumptions on smoothness for
      the coefficients of PDE's
9.    Page 49 - Remark 3.25 not stated well
10.   Page 64 - should be reference to (4.3) instead of (4.4) in several places

11.   Page 3 - no need for and X = \{1,...,r\} - three lines from the bottom
12.   Page 50 - should be \varepsilon/5 instead of \varepsilon - three lines from the bottom
13.   Page 51 - should be \mu_2(B) instead of \mu_2 - 4 lines from the bottom
14.   Page 54 - should be ||  ||_p instead of || || in two places four lines from the bottom
15.   Page 67 - following Definition 5.1: 'This property ... differently' - not needed
16.   Page 73 - By (5.3) and (5.4)  - should be replaced by By (5.4) - line 6
17.   Page 73 - by (5.3) should be replaced by by (5.4) - line 15
18.   Page 101 - mention that Khinchin thm is a particular case of 2-nd Kolmogorov thm
19.   Page 106 - Problem 4 - parts (a) and (b) can be stated as one: prove that \lambda(...) = 1.
20.   Page 106 - Problem 6 - shouldn't ask for  ... if and only if?

21.   Page 116 - Problem 1 - What if the limit is not a \delta-function? Maybe we should assume
      that the space is R or a separable metric space.
22.   Page 117 - Problem 12 - move to the next chapter.
23.   Page 125 - Remark 9.10 - confusing - need to assume that \varphi is a char function, or,
      at least is continuous at zero?