regularized incomplete beta function造句

It can also be represented in terms of the regularized incomplete beta function, as follows:
where \ Beta ( x; \ alpha, \ beta ) is the incomplete beta function and I _ x ( \ alpha, \ beta ) is the regularized incomplete beta function.
The regularized incomplete beta function is the cumulative distribution function of the Beta distribution, and is related to the cumulative distribution function of a random variable from a binomial distribution, where the " probability of success " is and the sample size is:
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