timetrack(X, passive, env, method = c("cca", "rda"),
transform = "none", formula, scaling = 3,
rank = "full", model = c("CCA", "CA"), ...)## S3 method for class 'timetrack':
fitted(object, type = c("passive", "ordination"),
model = NULL, ...)
## S3 method for class 'timetrack':
plot(x, choices = 1:2, pch = c(1,2),
col = c("black","red"), ...)
X
. Usually a set of sediment
core samples.X
is
performed."cca"
, the default, and
"rda"
are supported.X
and passive
. The transformations are performed
using tran
and valid options are given by that function's
method
argument.formula
to the ordination function.1
or 3
where the focus is on
the samples."timetrack"
.timetrack
passes arguments on to tran
and the
ordination function given in method
. fitted
passes
arguments on to other fitted
methods as
applot
method results in a plot on the currently active
device, whilst the fitted
method returns the matrix of fitted
locations on the set of ordination axes. timetrack
returns an object of class "timetrack"
, a list
with the following components:
method
."model"
."CCA"
) or unconstrained
("CA"
) results.X
, passive
, and
env
arguments.The sediment core samples are projected passively into the underlying ordination. By projected passively, the locations of the core samples are predicted on the basis of the ordination species scores. A common set of species (columns) is required to passively place the sediment samples into the ordination. To achieve this, the left outer join of the species compositions of the training set and passive set is determined; the left outer join results in the passive data matrix having the same set of species (variables; columns) as the training set. Any training set species not in the passive set are added to the passive set with abundance 0. Any passive species not in the training set are removed from the passive set.
cca
and rda
for the
underlying ordination functions.## load the RLGH and SWAP data sets
data(rlgh, swapdiat)
## Fit the timetrack ordination
mod <- timetrack(swapdiat, rlgh, transform = "hellinger",
method = "rda")
mod
## Plot the timetrack
plot(mod)
Run the code above in your browser using DataLab