Description Usage Arguments Details Methods Author(s) See Also
These methods extend the lattice lpoints
methods for drawing of points contained within a
filter
. They allow for multiple
dispatch, since not all filter
types
need to be evaluated for plotting, but this decision should be made
internally. In any case, we need the raw data in the form of a
flowFrame
.
1 2 3 |
x |
filter, filterResult or any derived filter class |
data |
flowFrame or missing |
channels |
character or missing |
verbose |
logical |
filterResult |
filterResult class |
... |
other arguments |
When plotting flowFrame
s using the
plot
method provided by flowViz
, the plotted parameters are
recorded, which makes it possible to correctly overlay the points within
filter
s assuming that they are defined
for the respective parameters. Warnings and error will be cast for the cases
where the parameters are non-distinct or ambigious. These methods are meant
to be used within lattice panel functions and are probably not of much use
outside of those.
General
method for all objects inheriting from
filter
. This is used as the default
when no more explicit method is found. It tries to find the plotted
parameters from the internal flowViz.state
environment. This only
works if the flow data has been plotted using the plot
methods
provided by this flowViz
package.
This gives a useful error message when we don't get what we need.
We can get all
the information about a filter
from its
filterResult
without the need to
re-evaluate.
We can get all the information about a
filter
from its
filterResult
without the need to
re-evaluate.
We either need a
filterResult
or the raw data as a
flowFrame
for
curv1Filter
s.
see above
see above
see above
We either need a
filterResult
or the raw data as a
flowFrame
for
curv2Filter
s.
We evaluate the
filter
on the
flowFrame
and plot the subset of
selected points. By default, every subpopulation (if there are any) is
colored differently.
We evaluate the
filter
on the
flowFrame
and plot the subset of
selected points. By default, every subpopulation (if there are any) is
colored differently.
see above
see above
see above
see above
see above
see above
see above
see above
see above
see above
see above
see above
F. Hahne
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