TY  - BOOK
AU  - J V Uspensky
AU  - J V Uspensky
TI  - Introduction to mathematical probability
U1  - 519 USP 
PY  - 1937///
CY  - New York; London, 
PB  - McGraw-Hill Book Company, Inc.
KW  - Mathematics
KW  - ;Probabilities
N1  - Computation of probability by direct enumeration of cases --
Theorems of total and compound probability --
Repeated trials --
Probabilities of hypotheses and Bayes' theorem --
Use of difference equations in solving problems of probability --
Bernoulli's theorem --
Approximate evaluation of probabilities in Bernoullian case --
Further considerations on games of chance --
Mathematical expectation --
The law of large numbers --
Application of the law of large numbers --
Probabilities in continuum --
The general concept of distribution --
Fundamental limit theorems --
Normal distribution in two dimensions. Limit theorem for sums of independent vectors. Origin of normal correlation --
Distribution of certain functions of normally distributed variables --
Appendix I. Euler's summation formula--Stirling's formula--some definite integrals --
Appendix II. Method of moments and its applications --
Appendix III. On a Gaussian problem
ER  -