Description Usage Arguments Details Value Author(s) References See Also
A function to calculate the integrated likelihood ratio statistics.
1 2 | marginal.LR(thetas, disp.fit, data, thet, fit.thet, lambda1,
lambda2, meanmeth, is.smooth = TRUE, m0, ma,const,w1,w2)
|
thetas |
Selected dispersions that located in the neighborhood of objective gene. |
disp.fit |
Selected smoothed dispersions that located in the neighborhood of objective gene. |
data |
The count data of objective gene |
thet |
The estimated dispersion of objective gene. |
fit.thet |
The smoothed dispersion of objective gene. |
lambda1 |
The first parameter of prior variance. See details of intSEQ. |
lambda2 |
The second parameter of prior variance. See details of intSEQ. |
meanmeth |
Use the estimated dispersion or the local mean as the mean of normal prior. |
is.smooth |
logical. Whether to use the smoothed dispersion or the estimator itself as the mean of normal prior. |
m0 |
A numeric vector indicating the mean of objective gene under null model. |
ma |
A numeric vector indicating the mean of objective gene under full model. |
const |
A multiplying constant to make the product of likelihoods non-zero. |
w1 |
See Details in |
w2 |
See Details in |
The marginal.LR returns the integrated likelihood ratio statistic for a objective gene. See intSEQ
for detail.
A scalar indicating the integrated likelihood ratio statistic
Yilun Zhang, David Rocke
our paper
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