Description Usage Arguments Value Author(s)
betareg_cluster_wrap
is a wrapper function that clusters methylation
profiles using the EM algorithm. Initially, it performs parameter checking,
and initializes main parameters, such as mixing proportions, basis function
coefficients, then the EM algorithm is applied and finally model selection
metrics are calculated, such as BIC and AIC.
1 2 3 4 |
x |
The Beta distributed observations, which has to be a list of
elements of length N, where each element is an L x 2 matrix of
observations, where 1st column contains the locations and the 2nd column
contain the methylation level. See |
K |
Integer denoting the number of clusters K. |
pi_k |
Vector of length K, denoting the mixing proportions. |
w |
A MxK matrix, where each column consists of the basis function coefficients for each corresponding cluster. |
disp |
Dispersion parameter/vector for Beta distribution |
basis |
A 'basis' object. E.g. see |
em_max_iter |
Integer denoting the maximum number of EM iterations. |
epsilon_conv |
Numeric denoting the convergence parameter for EM. |
lambda |
The complexity penalty coefficient for ridge regression. |
opt_method |
The optimization method to be used. See
|
opt_itnmax |
Optional argument giving the maximum number of iterations
for the corresponding method. See |
init_opt_itnmax |
Optimization iterations for obtaining the initial EM parameter values. |
is_parallel |
Logical, indicating if code should be run in parallel. |
no_cores |
Number of cores to be used, default is max_no_cores - 2. |
is_verbose |
Logical, print results during EM iterations. |
A 'betareg_cluster' object which, in addition to the input parameters, consists of the following variables:
pi_k
: Fitted
mixing proportions.
w
: A MxK matrix with the fitted
coefficients of the basis functions for each cluster k.
NLL
:
The Negative Log Likelihood after the EM algorithm has finished.
post_prob
: Posterior probabilities of each promoter region
belonging to each cluster.
labels
: Hard clustering
assignments of each observation/promoter region.
BIC
:
Bayesian Information Criterion metric.
AIC
: Akaike
Information Criterion metric.
ICL
: Integrated Complete
Likelihood criterion metric.
C.A.Kapourani C.A.Kapourani@ed.ac.uk
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