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