In this vignette we will explore the functionality and arguments of a set of functions that will help us to understand and visualise the temporal symmetry results (produced Step 4: Obtain aggregated data on temporal symmetry). In particular, we will delve into the following function:
plotTemporalSymmetry()
: to plot the temporal
symmetry.This function builds-up on previous functions, such as
generateSequenceCohortSet()
and
summariseTemporalSymmetry()
function.
Let’s regather the output from
summariseTemporalSymmetry()
With this established, much like
summariseSequenceRatios()
, the object
temporal_symmetry
could then be fed into
summariseTemporalSymmetry()
to visualise the results:
Note that the \(x\) axis is the time,
which we recall to be the initiation of the marker minus the initiation
of the index. The unit of the time difference here is month as this is
the default from summarisTemporalSymmetry()
.
xlim
and labs
If one changes the timescale
for
summarisTemporalSymmetry()
to be day
then
logically one should change the xlim
and labs
accordingly like so:
plotTitle
Much like what we already saw in Step 3. Visualise the sequence ratios. One could do the following:
colours
colours
could be modified like so (remember two colours
are required):
scales
The scale
parameter is designed for the users to have a
choice as to whether to set free y scales for the facet wrap when there
are multiple plots (i.e. each plot has its own scaled y axis) or set
them equal for all. Only accepts “free” for the former and “fixed” for
the latter.
For the cdm$intersect
we have, it does not make a
difference setting it to “fixed” or “free” (default). However, should
one wish to set it to “fixed”, one should do:
That would be the end of the vignette, have fun with the package!