Description Usage Arguments Details Value Author(s) See Also Examples
Performs a normalization via linear regression of the cell-cluster samples to the meta-clustering model.
1 | meta.Normalize(P, N, K, W, M, S, G, Z, method=3)
|
P |
The number of observed parameters for the cell event clusters. |
N |
The number of cell-clustering experiments. |
K |
The N-dimensional vector with the numbers of cell event clusters in each experiment. The total number of clusters is totK = sum_{i=1}^K K_i. |
W |
The totK-dimensional vector with weights, i.e. number of events, of all clusters. |
M |
The totK x P-dimensional matrix of all cluster means. |
S |
The totK x P x P-dimensional matrix of all cluster covariance matrices. |
G |
The number of meta-clusters. |
Z |
The totK x G-dimensional matrix with the A-Posterior probabilities for a cell-cluster belonging to a meta-cluster. |
method |
Alternative methods used for the normalization routine. Let Y denote the consensus meta-model build from all cell-event clusters of all experiments using the A-posterior Z and X the cell-event clusters in each experiment. 0 = no normalization 1 = Y = a x X 2 = Y = a x X + b 3 = X = a x Y 4 = X = a x Y + b |
The regression used the cell-cluster and meta-cluster means weighted by the probabilities for a cell-cluster belonging to the meta-cluster. It builds a consensus meta-model from all cell-clusters using the A-posterior probabilities Z.
Returns the normalized cell-clusters means and co-variance matrices in a list-object with the following slots:
The number of observed parameters for the cell event clusters.
The number of cell-clustering experiments.
The N-dimensional vector with the numbers of cell event clusters in each experiment. The total number of clusters is totK = sum_{i=1}^K K_i.
The totK-dimensional vector with weights, i.e. number of events, of all clusters.
The totK x P-dimensional matrix of all cluster means.
The totK x P x P-dimensional matrix of all cluster covariance matrices.
Till Sörensen till-antoni.soerensen@charite.de
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