Beschrijving
Introduction to Mathematical Probability
J.V. Uspensky
I. Computation of probability by direct enumeration of cases
II. Theorems of total and compound probability
III. Repeated trials
IV. Probabilities of hypotheses and Bayes' theorem
V. Use of difference equations in solving problems of probability
VI. Bernoulli's theorem
VII. Approximate evaluation of probabilities in Bernoullian case
VIII. Further considerations on games of chance
IX. Mathematical expectation
X. The law of large numbers
XI. Application of the law of large numbers
XII. Probabilities in continuum
XIII. The general concept of distributions
XIV. Fundamental limit theorems
XV. Normal distribution in two dimensions. Limit theorem for sums of independent vectors. Origin of normal correlation
XVI. Distribution of certain functions of normally distributed variables
Betalingen & retouren
- Betaalmethoden
- Overboeking
Stuur bericht
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