opt_binom_n: Find minimal binomial N that ensures 'ezpermutations' obtains...
In jdreyf/PANTS: Pathway analysis via network smoothing
Description
Find minimal binomial N that ensures ezpermutations obtains nperm unique permutations.
Let X~binom(N, p=prob.nonrej), so P(X>nperm)<ε <–> Np-8√{Npq}-nperm=0
<–> √{N}=(\frac{8√{pq}+√{64pq + 4 \cdot p \cdot nperm}}{2p}) by quadratic formula in √{N}.
Usage
1
opt_binom_n(p, nperm)
Arguments
p
Probablity a resample is successful.
nperm
Number of resamples to return.
jdreyf/PANTS documentation built on July 18, 2019, 10:12 a.m.
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Description
Find minimal binomial N that ensures ezpermutations obtains nperm unique permutations.
Let X~binom(N, p=prob.nonrej), so P(X>nperm)<ε <–> Np-8√{Npq}-nperm=0
<–> √{N}=(\frac{8√{pq}+√{64pq + 4 \cdot p \cdot nperm}}{2p}) by quadratic formula in √{N}.
Usage
1 | opt_binom_n(p, nperm)
|
Arguments
p |
Probablity a resample is successful. |
nperm |
Number of resamples to return. |
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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