Jan 12, 2023 · In undergrad, I learned to estimate the minimum sample size required to estimate the parameter of a binomial distribution using Chebyshev's inequality [1]. That method gives …

Jan 15, 2018 · Explore related questions probability central-limit-theorem See similar questions with these tags.

Jan 4, 2020 · I stumbled across an interesting proof of the Central Limit Theorem that uses only Fourier transforms and some slick limit interchanges, which someone has been kind enough to …

Jul 16, 2021 · 1 Essentially, what the Lindeberg CLT says is that given a collection of random variables which are normalized such that they fulfill the other condition (the one which looks …

Oct 4, 2020 · The limit of these ones can be computed by the classical central limit theorem and it will give you the limiting distribution of $Y_n$.

Nov 26, 2020 · How to determine the confidence interval for the unknown theta parameter of the Uniform ($ [0, \theta]$)-distribution using the central limit theorem, considering that the …

Nov 29, 2015 · The "central limit theorem approximation" would replace a sum of $20$ iid Poisson variables with mean $1$ with a normal variable which have the appropriate mean and variance.

Mar 25, 2022 · probability probability-theory central-limit-theorem Share Cite edited Mar 25, 2022 at 23:40

I am given a problem that says to use the central limit theorem, where the mean of the random variable is non-zero. However the version of then central limit theorem in my text has the …

Jun 9, 2021 · Explore related questions probability central-limit-theorem See similar questions with these tags.