Probability: An Introduction with Statistical Applications, 2nd Edition

Index

1. α
2. Acceptance Sampling
3. Addition Theorem
4. AIDS example
5. All heads problem
6. Analysis of variance
7. Average outgoing quality
8. Average outgoing quality limit
9. Average waiting time
10. Axioms of probability
11. β
12. Banach match book (candy jars) problem
13. Bayes' Theorem
14. Behrens-Fisher problem
15. Bernoulli random variables
16. Bernoulli trials
    1. waiting time for patterns
17. Binomial coefficients
18. Binomial distribution
    1. approximation to hypergeometric
    2. examples
    3. mean
    4. normal approximation
    5. Poisson approximation
    6. probability generating function
    7. recursion
    8. sums
    9. variance
19. Binomial theorem
20. Birthday problem
21. Bivariate normal distribution
22. Bivariate random variable
23. Bootstrap
24. Candy jars (Banach match book) problem
25. Cauchy distribution
26. Central limit theorem
27. Cereal box problem
28. Chi-squared distribution
29. Combinations
    1. Pascal's identity
30. Conditional distributions
31. Conditional expectation
32. Conditional probability
    1. examples
33. Confidence coefficient
34. Confidence interval
    1. for μ
    2. for σ²
    3. for p
    4. for s
35. Consumer's risk
36. Continuous random variable
37. Control chart
38. Control limits
39. Counting techniques
40. Counting principles
41. Coupon Collector's problem
42. Contour plots
43. Cook's Distance
44. Correlation coefficient
45. Covariance
46. Critical region
47. Cumulative distribution function
    1. examples
    2. properties
48. Derangements
49. Difference equation (recursion)
    1. solution
50. Disjoint events
51. Distribution function
    1. conditional
    2. example
    3. exponential
    4. F
    5. Marginal
    6. properties
    7. Student's t
    8. Weibull
52. Double sampling
53. Estimator
    1. interval
    2. least squares
    3. point
    4. unbiased
54. Events
    1. disjoint
    2. examples