Approximations

Approximations

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The Binomial Distribution as an approximation to the Hypergeometric Distribution

1 of 17

1 of 17

The Binomial Distribution as an approximation to the Hypergeometric Distribution

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Approximations

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  1. 1 The Binomial Distribution as an approximation to the Hypergeometric Distribution
  2. 2 The Poisson Distribution as an approximation to the Binomial Distribution
  3. 3 Chi square approximation to an F Distribution
  4. 4 Delta Method (univariate)
  5. 5 Normal Approximation to the t Distribution
  6. 6 Fisher's Approximation to the square root of a chi-squared distribution
  7. 7 (1/2) Using R and the Delta Method to Approximate the Distribution of a Function of the Sample Mean
  8. 8 (2/2) Using R and the Delta Method to Approximate the Distribution of a Function of the Sample Mean
  9. 9 Asymptotic C I for the Difference of 2 Independent Population Means
  10. 10 Welch's Approximation to a Confidence Interval for 2 normal population means
  11. 11 Exact C I for the difference of 2 independent normal population means
  12. 12 1st 4 moments of the sample mean when x is a Bernoulli random variable
  13. 13 Approximate Mean and Variance of a Function of the Sample Mean
  14. 14 Multivariate Normal Distribution as an approximation to the Multinomial Distribution
  15. 15 Normal Approximation to the Negative Binomial
  16. 16 Method of Moments Estimation for a Beta Distribution (part 1)
  17. 17 Prove Pearson's Goodness of Fit Test Statistic limits to a Chi-sq Distribution

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