PCMInfo.Rd
This function pre-processes the given tree and data in order to create meta-information used during likelihood calculation.
PCMInfo( X, tree, model, SE = matrix(0, PCMNumTraits(model), PCMTreeNumTips(tree)), verbose = FALSE, preorder = NULL, ... )
X | a |
---|---|
tree | a phylo object with N tips. |
model | an S3 object specifying both, the model type (class, e.g. "OU") as well as the concrete model parameter values at which the likelihood is to be calculated (see also Details). |
SE | a k x N matrix specifying the standard error for each measurement in
X. Alternatively, a k x k x N cube specifying an upper triangular k x k
factor of the variance covariance matrix for the measurement error
for each tip
Note that the above behavior is consistent with the treatment of the model
parameters |
verbose | logical indicating if some debug-messages should printed. |
preorder | an integer vector of row-indices in tree$edge matrix as returned
by PCMTreePreorder. This can be given for performance speed-up when several
operations needing preorder are executed on the tree. Default : |
... | additional arguments used by implementing methods. |
a named list with the following elements:
k x N matrix denoting the trait data;
k x k x N array denoting the measurement error variance covariance
matrix for each for each tip i = 1,...,N. See the parameter SE
in
PCMLik.
total number of nodes in the tree;
number of tips;
number of traits;
number of parts on the tree (distinct elements of tree$edge.part);
number of regimes in the model (elements of attr(model, regimes));
number of free parameters describing the model;
an integer vector corresponding to tree$edge with the regime for each branch in tree;
an integer vector of 0's and 1's corresponding to the rows in tree$edge indicating the presence of a jump at the corresponding branch;
a logical matrix of dimension k x M denoting the present coordinates
for each node; in special cases this matrix can be edited by hand after calling
PCMInfo and before passing the returned list to PCMLik. Otherwise, this matrix
can be calculated in a custom way by specifying the option PCMBase.PCMPresentCoordinatesFun.
See also PCMPresentCoordinates
and PCMOptions
.