Introduction
A novel feature in this package is the ability to get, filter, and
visualize clonotypes that are common across seurat clusters. Potential
applications include the ability to quickly and intuitively gauge the
rough clonal heterogeneity of certain clusters. Note that in
scRepertoire, the scRepertoire::clonalNetwork
function does
something similar for the original dimensional reductions using arrows,
though those display the aggregated degree of commonality between each
cluster.
Please read vignette("APackOfTheClones")
and ideally
also vignette("APackOfTheClones-runs")
before reading this
vignette. One should then also see that although some of the
visualizations in this vignette were produced with the
vizAPOTC()
function, all visualizations can be replicated
with RunAPOTC()
and APOTCPlot()
that both
share parts of the arguments of vizAPOTC()
.
Getting Clonotypes Common Across Seurat Clusters
getSharedClones()
is a convenience function does so
while allowing the same seurat object subsetting arguments as seen in
vignette("APackOfTheClones")
, and returns the clonotypes as
a named list where the names are the clonotypes and the
elements are numeric vectors where each value is one of the
clusters that the clonotype name at its index correspond to.
getSharedClones(
seurat_obj,
reduction_base = "umap",
clonecall = "strict",
...,
extra_filter = NULL,
alt_ident = NULL,
run_id = NULL,
top = NULL,
top_per_cl = NULL,
intop = NULL,
intop_per_cl = NULL,
publicity = c(2L, Inf)
)
The last five optional arguments allow additional filtering of the
shared clonotypes. Most notably, top
will filter the
resulting shared clonotypes to only those ranked in the top
frequencies, either as a proportion or number. More details can be found
in the function level documentation for the other arguments. They are
especially useful when an experiment has a really high number of
single-cells, and the only clonotypes of interest are the most expanded
ones.
Here is an example of the function in action, where a combined seurat
object is loaded with the variable name pbmc
:
head(getSharedClones(pbmc, clonecall = "aa"))
#> $CASLSGSARQLTF_CASSPTVAGEQFF
#> [1] 5 9
#>
#> $CVVSDFGNEKLTF_CASSLGSGGTGNEQFF
#> [1] 3 5
#>
#> $CVVSDNTGGFKTIF_CASSVRRERANTGELFF
#> [1] 3 4
#>
#> $`CAVGEKGYGGSQGNLIF_CASSFRPPGSPLHF;CASHGARGDGFCEKLFF`
#> [1] 3 5
#>
#> $CARKVRDSSYKLIF_CASSDSGYNEQFF
#> [1] 3 5
#>
#> $CASLSGSARQLTF_CASSSTVAGEQYF
#> [1] 4 5
Visualizing Shared Clonotypes on an APackOfTheClones Plot
Using the output from getSharedClones()
,
vizAPOTC()
and APOTCPlot()
both currently have
the exact same arguments to take the information and visually overlay
line links between each shared clone. Note that many more changes are to
come to this functionality. The arguments are as follows:
show_shared = NULL,
only_link = NULL,
clone_link_width = "auto",
clone_link_color = "black",
clone_link_alpha = 0.5
Where if the output of getSharedClones
is inputted into
show_shared
, the links will be overlaid. The
only_link
argument will further filter the links so that
all links originate from the cluster only_link
. The other
are aesthetic arguments for the lines and are self explanatory. More
details in the function level docs.
Here is an example, using pbmc
:
# get shared amino acid shared clones:
shared_clones_aa <- getSharedClones(pbmc, clonecall = "aa")
# generate the plot
vizAPOTC(
pbmc,
clonecall = "aa",
show_shared = shared_clones_aa,
verbose = FALSE
)
![](data:image/png;base64,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)
A more useful visualization may be to overlay the links from one
cluster, and setting clone_link_color
to
"blend"
which will color each clone link according to the
average color of two clusters, for even more intuitiveness:
vizAPOTC(
pbmc,
clonecall = "aa",
show_shared = shared_clones_aa,
only_link = 3, # only link clonotypes from cluster 3
clone_link_color = "blend",
clone_link_width = 2,
clone_link_alpha = 0.9,
show_labels = TRUE,
verbose = FALSE
)
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)
Synergy with showCloneHighlight()
In the interest of inspecting the topmost expanded clonotypes, the
topmost clones can be obtained, and the plot of clonal links can have
its shared clones highlighted with a different palette than the default
ggplot hues, and the non-highlighted sequences can even be slightly
dimmed to emphasize the difference. The following is an example of
highlighting and linking the top 4 most expanded clonotypes in
pbmc
:
# For convenience, do an APackOfTheClones Run first
pbmc <- RunAPOTC(pbmc, clonecall = "aa", verbose = FALSE)
# get shared amino acid shared clones for the last run -
# note that the run_id can be replaced with `clonecall = "aa"`
shared_clones_aa_top4 <- getSharedClones(
pbmc,
run_id = getLastApotcDataId(pbmc),
top = 4
)
# generate the unhighlighted plot
linked_apotc_plot <- APOTCPlot(
pbmc,
show_shared = shared_clones_aa_top4,
verbose = FALSE
)
# highlight the top 4 clones with the viridis palette
# also slightly dimming other clones
library(viridis)
showCloneHighlight(
linked_apotc_plot,
clonotype = names(shared_clones_aa_top4),
color_each = viridis(4),
default_color = NULL,
scale_bg = 0.95
)
#> * using the latest APackOfTheClones Run Data with object id: umap;CTaa;_;_
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)
Note that to actually get the frequencies of those top clones, one
can use the countCloneSizes
function.